{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## REQUIREMENTS\n",
    "\n",
    "### This notebook is configured to load files from *metadata* and *data* folders. A small sample of INSTANCE data can be downloaded from http://repo.pi.ingv.it/instance/Instance_sample_dataset.tar.bz2. The downloaded file should be untarred in the *instance* directory cloned from GitHub.\n",
    "\n",
    "### The collection of plots of this notebook is meant to be an overview of the characteristics of the metadata of INSTANCE.\n",
    "\n",
    "Please note that the plots generated below adopt a very small subset of data and metadata randomly sampled from the whole dataset.\n",
    "\n",
    "Last update: 2021/08/30"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "###  This has been used to generate figures 1 and 2 of the article:\n",
    "Michelini A., Cianetti S., Gaviano S, Giunchi C., Jozinovic D. and V. Lauciani, INSTANCE - The Italian seismic dataset for machine learning, submitted to Earth System Science Data, 2021."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# **How to plot data on maps**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import string\n",
    "import time\n",
    "import argparse as ap\n",
    "import sys\n",
    "import os\n",
    "import obspy\n",
    "import numpy as np\n",
    "import obspy.core as oc\n",
    "import matplotlib as mpl\n",
    "import matplotlib.pyplot as plt\n",
    "mpl.rcParams['pdf.fonttype'] = 42\n",
    "from datetime import datetime, timedelta\n",
    "from obspy.imaging.beachball import beachball, beach, mt2plane, tdl, mt2axes, MomentTensor\n",
    "from matplotlib.patches import Polygon\n",
    "from mpl_toolkits.basemap import Basemap\n",
    "from matplotlib.colors import Normalize\n",
    "from matplotlib.cm import ScalarMappable\n",
    "\n",
    "import pylab as plt\n",
    "import pandas as pd\n",
    "import h5py\n",
    "import warnings\n",
    "\n",
    "from obspy import read_inventory\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# generate the fault plane solutions from the moment tensor component\n",
    "# it is needed by pandas\n",
    "def MT2plane1(row):\n",
    "    mt_values = [row['m_rr'], row['m_tt'], row['m_pp'], row['m_rt'], row['m_rp'], row['m_tp']]\n",
    "    mt_values_MT = MomentTensor(mt_values,26)\n",
    "    plane = mt2plane(mt_values_MT)\n",
    "    return plane.strike, plane.dip, plane.rake"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "def shoot(lon, lat, azimuth, maxdist=None):\n",
    "    \"\"\"Shooter Function\n",
    "    Original javascript on http://williams.best.vwh.net/gccalc.htm\n",
    "    Translated to python by Thomas Lecocq\n",
    "    \"\"\"\n",
    "    glat1 = lat * np.pi / 180.\n",
    "    glon1 = lon * np.pi / 180.\n",
    "    s = maxdist / 1.852\n",
    "    faz = azimuth * np.pi / 180.\n",
    "\n",
    "    EPS= 0.00000000005\n",
    "    if ((np.abs(np.cos(glat1))<EPS) and not (np.abs(np.sin(faz))<EPS)):\n",
    "        alert(\"Only N-S courses are meaningful, starting at a pole!\")\n",
    "\n",
    "    a=6378.13/1.852\n",
    "    f=1/298.257223563\n",
    "    r = 1 - f\n",
    "    tu = r * np.tan(glat1)\n",
    "    sf = np.sin(faz)\n",
    "    cf = np.cos(faz)\n",
    "    if (cf==0):\n",
    "        b=0.\n",
    "    else:\n",
    "        b=2. * np.arctan2 (tu, cf)\n",
    "\n",
    "    cu = 1. / np.sqrt(1 + tu * tu)\n",
    "    su = tu * cu\n",
    "    sa = cu * sf\n",
    "    c2a = 1 - sa * sa\n",
    "    x = 1. + np.sqrt(1. + c2a * (1. / (r * r) - 1.))\n",
    "    x = (x - 2.) / x\n",
    "    c = 1. - x\n",
    "    c = (x * x / 4. + 1.) / c\n",
    "    d = (0.375 * x * x - 1.) * x\n",
    "    tu = s / (r * a * c)\n",
    "    y = tu\n",
    "    c = y + 1\n",
    "    while (np.abs (y - c) > EPS):\n",
    "\n",
    "        sy = np.sin(y)\n",
    "        cy = np.cos(y)\n",
    "        cz = np.cos(b + y)\n",
    "        e = 2. * cz * cz - 1.\n",
    "        c = y\n",
    "        x = e * cy\n",
    "        y = e + e - 1.\n",
    "        y = (((sy * sy * 4. - 3.) * y * cz * d / 6. + x) *\n",
    "              d / 4. - cz) * sy * d + tu\n",
    "\n",
    "    b = cu * cy * cf - su * sy\n",
    "    c = r * np.sqrt(sa * sa + b * b)\n",
    "    d = su * cy + cu * sy * cf\n",
    "    glat2 = (np.arctan2(d, c) + np.pi) % (2*np.pi) - np.pi\n",
    "    c = cu * cy - su * sy * cf\n",
    "    x = np.arctan2(sy * sf, c)\n",
    "    c = ((-3. * c2a + 4.) * f + 4.) * c2a * f / 16.\n",
    "    d = ((e * cy * c + cz) * sy * c + y) * sa\n",
    "    glon2 = ((glon1 + x - (1. - c) * d * f + np.pi) % (2*np.pi)) - np.pi\t\n",
    "\n",
    "    baz = (np.arctan2(sa, b) + np.pi) % (2 * np.pi)\n",
    "\n",
    "    glon2 *= 180./np.pi\n",
    "    glat2 *= 180./np.pi\n",
    "    baz *= 180./np.pi\n",
    "\n",
    "    return (glon2, glat2, baz)\n",
    "\n",
    "def equi(m, centerlon, centerlat, radius, *args, **kwargs):\n",
    "    glon1 = centerlon\n",
    "    glat1 = centerlat\n",
    "    X = []\n",
    "    Y = []\n",
    "    for azimuth in range(0, 360):\n",
    "        glon2, glat2, baz = shoot(glon1, glat1, azimuth, radius)\n",
    "        X.append(glon2)\n",
    "        Y.append(glat2)\n",
    "    X.append(X[0])\n",
    "    Y.append(Y[0])\n",
    "\n",
    "    #~ m.plot(X,Y,**kwargs) #Should work, but doesn't...\n",
    "    X,Y = m(X,Y)\n",
    "    plt.plot(X,Y,**kwargs)\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Read Instance metadata"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "warnings.filterwarnings(\"ignore\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "METADIR = '../metadata'\n",
    "# HDFDIR = '../data'\n",
    "FIGDIR='../output'\n",
    "\n",
    "# data\n",
    "events_metaname=os.path.join(METADIR,'metadata_Instance_events_10k.csv') # Either Counts and GroundMotion\n",
    "# events_hdfname=os.path.join(HDFDIR,'Instance_events_counts_10k.hdf5')\n",
    "noise_metaname=os.path.join(METADIR,'metadata_Instance_noise_1k.csv') # Either Counts and GroundMotion\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "events_metaData = pd.read_csv(events_metaname, keep_default_na=False, \n",
    "                              dtype={'station_location_code': object, 'source_mt_eval_mode':object,\n",
    "                                     'source_mt_status': object,'source_mechanism_strike_dip_rake': object, \n",
    "                                     'source_mechanism_moment_tensor': object, 'trace_p_arrival_time': object,\n",
    "                                     'trace_s_arrival_time': object},\n",
    "                             low_memory=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "noise_metaData = pd.read_csv(noise_metaname, keep_default_na=False, low_memory=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Generate hypocenter map (Figure 1a)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "# generate first the stations\n",
    "df_eq0 = events_metaData[['source_id', 'source_origin_time', 'source_latitude_deg',\n",
    "       'source_longitude_deg','source_depth_km', 'source_magnitude']].groupby('source_id').mean()\n",
    "# count using sta_lat as dummy index\n",
    "df_eq1 = events_metaData[['source_id', 'source_magnitude']].groupby('source_id').count()\n",
    "# rename\n",
    "df_eq1.rename(columns={'source_magnitude': \"counts\"},inplace=True)\n",
    "\n",
    "# generate the dataframe\n",
    "df_eq = pd.concat([df_eq0,df_eq1], axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define symbol dimension as a funcion of source magnitude\n",
    "mag_size = []\n",
    "f = 2.0\n",
    "for m in df_eq.source_magnitude.values:\n",
    "    if m <= 1.0: fact  = f*1.\n",
    "    if m > 1.0 and m <= 2.0: fact  = f*4\n",
    "    if m > 2.0 and m <= 3.0: fact  = f*8\n",
    "    if m > 3.0 and m <= 4.0: fact  = f*16\n",
    "    if m > 4.0 and m <= 5.0: fact  = f*32\n",
    "    if m > 5.0 and m <= 6.0: fact  = f*64\n",
    "    if m > 6.0 and m <= 7.0: fact  = f*128\n",
    "    if m > 7.0: fact  = f*150\n",
    "    mag_size.append(fact)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "# Define colormap as a function of hypocenter depth \n",
    "\n",
    "cmap = plt.cm.inferno_r  # define the colormap\n",
    "# extract all colors from the .jet map\n",
    "cmaplist = [cmap(i) for i in range(cmap.N)]\n",
    "\n",
    "# create the new map\n",
    "cmap = mpl.colors.LinearSegmentedColormap.from_list(\n",
    "    'Custom cmap', cmaplist, cmap.N)\n",
    "\n",
    "# define the bins and normalize\n",
    "bounds = [0,5,10,15,20,25,30,35,40,50,75, 100, 200,300,400,500,600,620]\n",
    "norm = mpl.colors.BoundaryNorm(bounds, cmap.N)\n",
    "mapper=ScalarMappable(norm=norm, cmap=cmap)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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EBBITEzPFaDabiYmJoVq1ajRq1Eie76LESSJfSPJGLMIpJiaGVyZMYFzv3rjmzoWrrsq+k80Gt99O6jXX4Lz1Vu599FG+/+qriH/jl/aTmRmNRjweDzabTetQIoLNZpOJjCJfWr3O+Xy+TMm62+1Ov81oNBIbG0tsbCz169eXnEBoShL5QvJ6vVIjL8KqT+/eVI2L44GhQ0mdOhX1rrvgf//DsmwZruuvxzJpEp5LL8X0+++0qVqVa26/XeuQC8RgMEj7yQwidXRRK2azmeTkZK3DiChlfYJ7SSip34mqqng8HhITE9PLYDKWAur1+vS69dq1a5eZkkZR8UgiX0gyIp9ZpI8KlxVt27bl8zlzuO2ee/CMHUu02czQ66/nm0mT6NiyJbt27KBp+/aMHTWqzPzOZUQ+M5PJJHMGMrBYLJw+fVrrMCJKWXlulxWqqpKampo+sp5xgikETyZDyXq9evVkkE6USZLIF5LX65UFkESJaNiwIWtWruTAgQNUq1YNm83G3XfdpXVYRSbtJzMzGo2y4E8GVqtVSmuyUBQFv98vncAyCE0Czq0kze/3p5e/ZC2BUVUVu91OdHQ0tWrVIjo6Wk6WRLkjGWkRyAvBeXIpOLwURaFBgwZahxEWsrJrZiaTiYSEBK3DiBhGo1H+P7II9ZKPjo7WOpSIERUVxdGjR7FarSQmJqaPqiuKkt41LSYmhujoaKpXry6Tp0WFI4m8EKJEyIh8ZlIjL/Jjt9sjKpE/dOgQZ8+epXXr1iV2H6qqkpSUlOkj4wBRUlISPp+PFi1aULt2bRwOhwymCZGBJPJCiBIh7SczM5lMksiLPNlsNs6dO6d1GOmmzZzJ6l9/pWGTJjx0xx1079690GU/+SXqiqIQFRWFw+GgZs2aXHDBBZnWJvF6vWzZsoU6deqE7XEJUZ5IIi+EKBEyIp+ZjMiL/Njtdg4fPqx1GEAwAV/3f/+Hf9Mm9vz9N+OmTsX25puMuPNObrrhhvT9vF4vSUlJpKSkkJiYSGpqaqES9fwYjUYZEBAiD5LICyFEKZByAJEfi8USMZ2Ndu/ejd9mg7g46NCB1A8+IPX335n02GNUi4vDbrcDwUQ7lKjXr18fu90u/+tClCJJ5IUQopTI5HARSVwuF8nJySQlJZGcnJzeVenUqVNMffttPFdfDXv3QkwM1KwJw4bBo4/SuXNnacMsRISQRF4Ui4y8iLzI/4fIi6IoBAKBQpVaiPypqorT6SQlJYXk5GRSUlJwOp3ZSl7MZjNRUVFERUVRvXp1bDYb69ev58XXXiN1wgTUBx/MfOC5c6nTtGmpJ/GhDjXyeiJEdpLICyFKjIxAZyaJSGYWiwWXy5Vrj3CRXSAQICUlJT1JT05OzrEcx2q1Yrfb05N0q9Wa7//fgkWLmDp9Oq5586BXr/M3qCosXYpl1CimvfNOuB9SvkK95EPlPEKI8ySRLwQZEchOEjWRF3m+ZCbPl8zMZrMk8hl4PB6SkpI4cuRI+kh61l77iqJgs9mIiooiNjaWOnXqYDabi/1ce2f2bD5duhTXb7/BhRcGN6oq/PgjtmefpUpqKmMnTqRFixbFup+iiI6OJjExURJ5IXIgiXwh+P1+uQQsRCFI4iryYrVaM63EWV653W5SUlJITU1N/5xTByOj0UhSUhIej4dq1aoRFRWFwWAo8RPiPXv24ExKQk1KglBcK1diHTeOmNOnGf3AA/Tu1Uuz9z+Hw8GJEyeoWbOmJvcvRCSTRL4QvF6vTPARQhSZXKHIzGKxkJSUpHUYRaKqKi6Xi9TU1EwJek6r1ZpMJmw2G3a7nWrVqmG32zEajTn+P9hsNipVqkRsbGwpPAr49rvvmDBtGhgMBJKTYcoUrAcPEnXwII/ffz/XXHNNoXvHh5vD4WDPnj2axiBEpJJEvhA8Hg8mk0nrMIQQZZRcocjMYrFw6tQprcNIp6oqbrcbp9OJ0+kkNTUVp9OJy+XK8W9nNpux2+3YbDZq1qyJzWYr9mCP3W4nOTm5xBP5ffv28cWiRSxasQL3L79As2YwbhxMm8aYiRMZ0L8/BkNkpAiyJoUQuSv0s1RRlLHAJGCGqqoPp23L7d3pXVVVH0rbpynwAdAU+BJ4XFXVQNptvwJdgaGqqv4vw33dBUxXVTWqsHGWBK/XK4m8EEKESWiya0kKBAK43e70pDz02ePx5Jich0bPrVYrsbGx1KpVC4vFUmplJXa7vURPblb++itTpk/nbGIi/htuwLtuXbC15P79WBYuZNLrr9Ond+8Su38hRHgVKpFXFOUyYDiwJctNWQvXLgGWEkzYQ2YAC4DfgMnAzcC8DLe7gJcURVmgqmpEFk1KaU1mMvlXiMKRNnqZGY3GHEtR8hJKzF0uFy6XK33E3OVy5XisUJvFUHIeFxeHzWYLywTRkmC32zlw4ECJHNvj8fDsSy+RNGsW9O8POh14POgmTcL0+uuMuOceSeKFKGMKnMgrihIDzAWGAeMz3qaq6vEs+w4E/lVVdVWGzZWAv4BtwH9AbJa7+AK4GngIeL2gcZUmj8eD2WzWOoyIEQgEIvKNUIhIZTQa5XUkC7/fn74YUcbE3O125zhirigKJpMJi8WCzWbD4XBQtWpVLBZLuRhoMZlMJbK6q8/n43/z5uFr0wYGDgxu/OUXrCNG0LJ2bSbOnUudOnXCfr/hIifBQuSsMCPys4GvVFVdqSjK+Nx2UhQliuBo+wtZbhoHfA9EAX8Co7PcngxMBF5UFOVDVVXjCxFbqfB6vURFRUSVT0QIBAIRU0MpRFlgNBrxer3lMpEPjZSHPkLJeOjrkKzJ+d69e4mOjsZqtWK1WtOTcovFUmGTtnA+7qSkJMa89BL/t3o1hrp1cc6dCydOYH78cayrVjHhySfp0aNHxP+uQ3MHHA6H1qEIEVEKlIUpijIcaAIMLcDutwJm4JOMG1VVXa4oSnWgkqqqJ3L52dnASGBM2kdEkcmumfl8PmnHKfIU6clBaSup0dZwCgQC2ZLwjAl6aFQ04+ho6OvQSLnZbMZisRAdHZ3+dV6vFVr0Jq8Ijh8/zt0PP8yJbt3wHjiAJyYGZdYsTM8/z5D+/Xl00aIy08Pf4XCQlJQkibwQWeSbyCuKciHwMnClqqoFeQcaDixRVTXbbJ20n88tiUdVVZ+iKOOATxRFmV6A+wIgMTERs9mMyWQq0cRBauQzCwQCmrclE5FNurRkFhqRL0mhRNzr9aYn3x6PJ/1zxhOJUEKe8XsIdmMJJeAWi4XY2Nj0bXLyXvKK8rzxer288957nE5IwOvz4fP7Wbd2LcmjRhEYPRo2bcJ6333UVxRenj2bpk2blkDkJSc6Oppjx45Rq1YtrUMRIqIUZES+ExAHbMuQJOuBLoqijADsocmpiqK0ITjRdWxRA1JVdYGiKKMJlub8VpCfOXLkCG63O/0NMmsdXehFMbTNaDSmJ/45feSWrEsin1l5GJH/ftkyalSrRrt27bQORVQAeY3Iq6qKz+dLT7a9Xm+2r71eb66TQzOOkoeSbpPJhNlsJiYmJn1bbv3LRdn2+ZdfMm/zZtx33glGIxgM8MQT0KoVxkcfxfTFFzz16KMMGjiwTP79HQ4H//77r9ZhCBFxCpLILwE2ZNn2EbCb4Eh9xnel+whOZP25mHE9BawAzhZk5+bNmxf4wKqqZhqd8nq9OJ1OEhISMr1ZZr1krKoq//zzD6qqpm8LXUo2GAwYjcb0k4CcPsriC2d+yuKIfMaTuk/nzmXa5Ml88MEHGkclyqJQ4h1KrjN+zpp8+/1+VFUlISGB1NRUjh07BpDtdcZgMGR6HTGZTDgcjmyvL+WJoigEAoEyPygQTiaTCbfbnedcinXr1/PXhg3p3XhmvP9+sB98q1bndzp5Esull9K9RQvGLlpUaotMlQSdTidX+ITIQb6JfNqk0/iM2xRFSQHOqqq6LcM2G3AbMFUt5rNNVdVViqIsAx4G/MU5VlYZR6uKokOHDulf+/3+bCNlHo8n/bJ26E09pysFuf2KFEVBp9NhMBjSP4xGY6bvc7pNixMFv99f5hL52R98wLc//8ylbdvyxdy51LrwQjp27Kh1WKIEqKqK3+/H5/Olf84t8Q599vvPv9zkdFUv43ZVVTM9D0PPxVDynfXEHiAhIYHjx49z4YUXltJvIfKZzWbcbjdWq1XrUCKG3W4nNTU1z/epmXPnsiEuLvg/eO4c3okTzyfxqgrr1mEZNozbevRg5IMPllLkQojSFs6WIzcBdoKj9eEwBtgMOMN0vLDT6/Xo9XosFktYjxtKOLJ+hGpec7ot40hzXudRWZMTRVHSH4fBYEg/iQhty/oR6lKzevVqZs+bR8umTXng3nupV69eWH8HJaVn9+5Mf/ttjtWujfLww5ycM4fBd9/Nk/fdx+WXX651eOVKIBDA5/PhcrkIBAL4/f70bRm/9/v9mW7LmnyH2pxmvDoWkvH7nG7LeFIc+v8NJdx2uz3T96HPJSnUflKcJ4l8dna7nZSUFCpVqpTrPidOnoRhw/CdO4dh3Tp0u3bhf+EFFI8H65dfYvf7uevmmxl6yy2lGLmoaAyKmWrGCzSNYb97j6b3r7UivWupqtoth20fUcQkPpfjbSNYi1/hhBKP0hAqDwglUxmTrNB2r9ebvtjKxo0bmfP555zV63EPGMDB7dv5tm9fpk2bRuXKlXO9n/yuROT2MxnLmEKJWehYoa9Dl+RD3+e0f+hjyhtvAOAeOBDTjz+itGnDnkOHeGLcOD6dPTvT76Nq1aqZ7i/rY8lJQkICZ86cyXW/UGlWxq8zfp91e8bb87ot9HUgEEj/nN/XBf395/Z9TvtnfByKovDff/9ht9vR6/XodLr0E8LQ16FE22QyZTthzHhCWV6UxmTXssZqtZb46q5ljd1u5/jx43nuc/3VVzP7kUfodMUVXN66NS6Xi/hjx/D5/fScMIGLL7643JV0ShmWENlJE/BCKG8vihB8TAWtu/3w00+ZuXAhrilT4Prr4cABAn/9RfTGjXTp0qXE2phlTFAzfmTdlts+QPpt9rSrJ/YJE7j5uuv447//+NfjwdOuHdffdBNqhiRr9OjRdOnSJT2GvOILSU5O5ty5c7nenvGkIuP3ed2W8WQip30zbtPpdJlOcPL6ujQoikLLli3LVTJeHEajMVP5jgCLxUJKSorWYUQUm81GampqnvsMu+MOht1xRylFFBlCLShjYmK0DkWIiCGJvCiQ06dP8+Hcubi+/Rbatg1u/OknTE8/zfPjx5doL+JQ+U84THjuOXp260afPn0wm820WbWKt+bM4eBff6E3GqnTvDmXtW7N/M8+41xiIg0bNizU8c+ePUuTJk3CEmt5oNfry+SkaFF6LBZL+lUsESRXbnImibwQ2UkiXwgVdcb872vW8NT48TiHDw8m8YEAhhdfxDx9Oq+88ALdu3fXOsQCi42NpX///unfd+valW5du3LkyBEqVaqEzWZDVVXmf/YZOw4c0DDS8kGn0+H3+8tdpxURPhaLRUprRIE4HA6OHDmidRhCRBRJ5EWuvF4vU996iyU//YRr/nzo3h0SErDcfjv1jx3j6alTCz1iHalq166d/nWoVGXf3r1ahVNuGAwGKSXJoqIOCORGRp9FQTkcDpKTk7UOQ4iIIjNGRI68Xi+PPP00S44cwbVlSzCJ37EDyyWXcG10NJ+//z4xMTHlumTi5P79knQVU2hEXojclMe5R6Jk5DfhXoiKSEbkCyjrarHlmdvt5sHRo9nscOBesADMZvjqKywjRjB21CgGDRwIUK67B0yaNImqVatWmL95SdHpdOkTjkWQ/E+JgpD/EyFEQUgiX0Ber7dC1Pm6XC7uHzWK7dWr4/78c9DpMDz1FI7PP2fmjBm0aNEifV+/319qbTJL24ABA7QOoVzQ6/UyIp+FjCiKgjCZTLhcrrCvU1LWyQmOEJmVzyysBHg8nnKfyKempjL8scfY1aAB7s8+C9bD33QTTVNSmD53brY+8X6/v9yOyIvwkBF5IYomtCiUJPKZKYpSJlcVF6KkSBZWQBVhRP6pF15ge1ISnpYtierTB2P9+gyuV49PZ87McbEnaSso8iOTXbOTEUVREHa7Pd9e8hVRqAWlECJIRuQLyOPxYDKZtA6jRP29di1Gr5d+O3fSZdAgLpk0CYfDkev+MiIv8iOTXbOT0prsZMXO7Gw2G8eOHdM6jIgTHR1NUlISsbGxWociRESQRL6AKsKI/OqVKwv1Rioj8iI/er0en8+ndRgRJXRyI8+d84xGIx6PR8pIMgiV1ojMHA4HB2SNDyHSyfBHAVWEEfnCjoZVpE4+omhkRD47k8mEx+PROoyIYrVacbvdWocRUaQsLWdygiNEZpLIF1BFGJEXItz0er1Mds0iNPoszrNYLDidTq3DiDgyUJKd/E6EyEwS+QLyer3lfkReiHCT0prsTCaTrGSahcViweVyaR2GEEKUOZLIF1BFaD9ZWDIyIvIj7SezMxqNcnKThSTyOZOJ0bmT340QQZLIF1B5XvyoqOSFVORHFoTKTmrks5NEPmcyWJIzg8EgJ8NCpJFEvhDkRVWIwpER+ewMBoMk8llIuVHOzGazzB3IQXR0NImJiVqHIUREkES+gGT0WYjCkxH57CRpzU5RFHmNzYF0aMmZw+GQRF6INJLICyFKjLSfzE661oiCktVdcyaruwpxniTyQogSYzAYpLQmCxmRFwVls9lkRD4HNptNSo6ESCOJvBCixEjJRHZ6vV5+J6JA7HY7ycnJWochhIhgksgXkEx0FUKEiyTyoiD0er3WIQghIpz0U6yATp8+zZxPP8WVVqdrNhrpevnldOjQQVpsChEmycnJ2O12GQQooNDVG/l9iYKQ/xchgiRrK6DyMoK2YcMGHh0zhtSbbsLfuDEASnw8S957D/WZZ+jVsycD+vShffv2+Sb18gIqCqIi/p+cPXuW4ycX4nLWp13bPtlur4i/k/yEJgGbzWatQ4ko5eW9J9zMZjMulwur1ap1KEJoShL5AijLL6Rnz57l7NmzJCcn8+f69cyZPx/3p5/CVVel76MCKePHw759LF2wgBUzZsChQ/Ts2ZOBaUl9Tpd4y/LvRZSeivh/Eh0dzb79tahZo6nWoZQZoUWhJJEXBRHqJS+JvKjoJJEvAL/fj05X9qYTbNiwgfsffRRj7dooDge+unVxr1sH9evn/AONGqE+/TQpTz8dTOq//JIV77yDcuQITzz8MNcPGiQjiUIUgMFg4JL2fbUOo0wJJfIxMTFahxJRpIQkZw6Hg/j4eKpXr651KEJoquxlpxrwer2YTCatwyiUU6dO8eiYMXgWLCBl506S163DtXBh7kl8Vo0aoY4ZQ8qmTST/9BNTvviCR8eMkd69otAkAREFEUrkRWZWq1VaLeYgOjpaOvoIgYzIF4jH4ylTibzP5+Php58m9f77M5XQZLJvH5w7Bx4PeL2ZP3s8UL06XHYZmEzQujWuDRv4Y9Qo+t90Ex/NmEHDhg0lQRMFUhFLa0qDqqps+OtrqsSdw+lUiI66nLp1L9A6rCKzWCwkJCRoHUbECfWSt9lsWocSUUwmE263W+swhNCcJPIF4PV6MRqNWodRYK+98w77YmLwjx+f/cZz5zA9/jiGpUupUrMmeoMBo9GIIe2z0WDAaDBw9Ngxju3fj6lTJ1L69IHLLsPTuTMJv/zC5s2badiwoSRoQmho+46/6H21nkqV6gCw9Ot11KVsJ/IyIp+drO4qhMiLJPIFUJZKa1auXMlXy5fj+uUXzA8/jPvKK+GWW4I3LlyI+ZFH6NujB09++y1RUVF5HishIYH169ezau1aNn76KfXq1KFDv35cffXVpfBIhBB58XhSiYk5/7pkNJbtE2uTyYQnrSWuOM9ut3P69Gmtw4hIclVYCEnkC6SsJPKHDh3imYkTcU2bhuXqq+nZujWbX3yR0x99BFYrsTt2MHXqVNq2bVug48XExNCrVy969eqV7TaZfCVE0RkMhmJf6Wtx0aV88flcBg6qzoH/kvC4Czj/JULpdDq5ypcDm80mI/K5UBSFQCBQJptRCBEuksgXgMfjwW63ax1GnlwuFyNGj8b12GOYx47lmYceYvB11+H1evns889xud3cO2FC2E5IAoGAJPJCFJHRaCx2Im82m2nfdigrftxCpUqtaNWyXhgjFJFCTnByFzrJye/qshDlmSTyBeDxeCK+Rv6l117jRMuW6E+epM+VVzL4uuuAYMJwzx13hP3+AoGALB8uRBGFEvlwHKdly/ZhiEhEMknkc+ZwOEhKSpJEXlRoksgXQKSX1rjdbn749ls833yD7YYbeHLx4hK/T5/PJ4m8KBC5cpNdaBVTIQpCnkM5i46O5sSJE9SsWVPrUITQjBSWFUCkd63566+/MF50Edbx43nsgQeoVKlSid+njMiLgpLRxOxkYqcQxWe326WXvCg0RVHGKoqiKooyPcM2RVGUCYqiHFUUxakoyq+KorTI8nNmRVHeURTltKIoKYqifKMoSp3SfwSZSSJfAJGetP76xx+kJCZS9exZbhoypFTus6yuditEJAhXaY2oGEKTOkVmRqMRn8+ndRiiDFEU5TJgOLAly01PAU8AjwAdgJPAT4qiODLs8yZwPXALcCUQDXyrKIqmCaJkYmWcqqp8v2wZ/PMPk555ptROOKRTgBBFJyPyOZMTnJxJ5xohik9RlBhgLjAMOJdhuwKMBCarqrpQVdVtwJ2AA7g1w88OA55UVfUnVVU3AkOBi4Hsrf1KkWRiZdzatWtJOHGC3gMG0KZNm1K7X7/fH9FXKYSIZJKw5sxiseB0OrUOI+LY7XZSUlK0DkOIsm428JWqqiuzbG8I1ACWhzaoquoEVgOXp21qDxiz7HMI2JlhH03IZNcyzmg0cnXfvowfM6ZU77c4pTX//beDk6d20K7tdRgM8i8oKh6TySSJfA7MZjMul4vo6GitQ4kodrudpKQkrcOISHq9Hp/PJ+8lGjGpJur4a2saw36IUxRlQ4ZNs1VVnZ1xH0VRhgNNCI6iZ1Uj7fOJLNtPALUz7OMHsq7OdiLDz2tC/vPLuPbt29O+fem3nwsEAkV+4TwXf5hA4AhOpxOHw5H/DwhRzsiIfM6sVitut1vrMCKOzWbj+PHjWocRkaKiokhJSSEmJkbrUIR2TquqekluNyqKciHwMnClqqp51TRm7cyg5LAt2+ELsE+JktIaUSTFGZFv26YPHTs8UqaT+MOHD4ctEUtOTi7XnV10Ol2miXpJSYls+nsRmzYvIiEhQcPItCPtBHMmpTU5s9ls8nvJhcPhIDExUeswRGTrBMQB2xRF8SmK4gO6Ag+mfX0mbb+sI+vVOD9KfxzQpx0nt300IYm8KJLidvIpqxNlt2/fzvBRo7i2b18+/+KLYh0rJSWFN2bMoFuPHuzevTtMEUYevV6P3+9P/3733jVcf2McQ26syr7/1mgYmbbK88lbUYVKa0RmcuKXu+joaEnkRX6WAK2ANhk+NgDz077+l2Ci3jv0A4qiWAh2pvkjbdNfgDfLPnWA5hn20YSU1ogi8fv9Eb1IVrilpqby4FNPsX33btwPPIAxOZkDxbjUvXDxYl6dPp2U5GSuuPJKLrjggjBGG1l0Oh1+vz99LQaTMYYTx+PR6RUM+rJ7VUaEn8VikdIaUSjS0UfkR1XVeCA+4zZFUVKAs2kdalAU5U1gnKIo/xBM7J8FkoF5acdIUBRlDjBNUZSTBEfxXyfYxvLnUnkguZBEvgBkNCS7SO+tH24z3n+fbZUr4/7lFyyDBnFVq1Y8M3JkkY6VkJDAhPHjYcAALL/9xvNPPhneYCOMXq/PVFrTssXl/LX+b1RVpVXLthpGpi15XclOp9PJlQpRKHq9Xv5nRDhMBazADKASsBboo6pqxlnmowAf8EXaviuAO1RV9aMhSeTzIYtw5Mzn81WYRH7fvn18sWgR7jlzMHftykN33smdt91W5ERs3759ANTduZMXXnuNGjU0nfBe4kIj8hk1u7CNNsFEEEk+hAgPeS6JwlJVtVuW71VgQtpHbj/jIrhg1CMlGFqhSSKfD5/Pl14SIM6rSAtCfTJ/Pp6ePbHcey/TXniBbl27Fut4e/fuRYmOpmaDBnTo0CFMUUaurCPyQojC0+l00mZRCJFNxcjEisHj8Ugin4OKtCBUk3r10B89it3hKHYSr6oqi378EfXKK7ONUpdXoT7PIjMprRGFIYtC5c5gMEg7V1FhSSKfD6/XK4l8DirSiHy7tm0xnTpFwqlTxe6O8OVXX7HH68XYoAEX1q8fpggjW9b2kyJIygFEYdjtdpnUmYuoqCiSk5O1DkMITVSMTKwYPB5PherOUlAVZUQ+JSWFX377DdeBA5hbtGDnzp3FOt5nS5bgHD0a3dy53Ds0pwXmyp+s7SeFEIVns9lkRD4X0dHRsvKtqLAkkc+HjMjnrDgLQpUVfr+foSNG8PGxYwT+/htv1ars3bu32MfE68UeHU3VqlXDFGlkkxH5nCmKIqPyOZAyiZxJaU3uHA6HJPKiwirfmVgYyIh8zgKBQLmfdPX5l19y2GbD/eWXGKdPp+b+/Vx99dVFPt727ds5vH07yiefcPbgQc6dOxfGaCOXjMjnzGg04vHktVp4xWSxWGRRqBxIj/3cSS95UZFJIp8PGZHPmaqq5Xqy3okTJ3j7vfdwvvceprvuovHatXz+wQdUrly50Mc6fvw4I595hptvvhmA2vv3A7B169awxhypJJHPmdFolJHnHEgin7Py/HpbXLL+gKjIyveQahhIIl8x/Pbbb+zZs4euXbtis9m455FH8Dz4IObnnqPF2bO89+67WK3WQh/3v//+o3///gBc0Lo1r774IgkJCQwdOpSNW7bQpUuXcD+UiCPtJ3NmMplkRD4HksiLopBEXlRUksjnQxL5imH2Z5+xed8+3v3kEwx6PakPPIDp99/pYDDw1ltvFfl/4NSpUwA88uijDL/33kx10f/79FNGPvxw2B5DpMppQSghI/K5MZvNnD17VuswRBkjVyxERSWlNfmQBThyVt5eNN94+WVijUZcjz1G8uefY/77b7o6HLw9eXKxTuRCP3txq1bpvzNFUbhn+HDcTieTXn21XCW5K1eu5Nvvvsu0TUbkcyYj8jmzWq1SC54HGXnOmUySFhWVJPL5UFW13HdnKYry9mYSFxfH+2++ifWtt8BuR5+YyMA+fYp9EhdaCCkqKirT9ruGDsUWE8P8Tz5hzMSJxbqPSOFyuXjy2WeZ8Npr7Nq1K327jMjnzGQyhS3x2L59O6+8+ipnzpwJy/G0ZDabcTqdWocRkQwGgyyulgu73S695EWFJBmqEGkuvPBCpkyYgGXQIJw1a/Lv7t3FOt7Ro0e5++67AbJNkq1UqRJLFy2iUs2aLFu0iNOnTxfrviLB2rVrMbZujc5my3TyK5Ndc5ZXaY3f7y9Ukv/G++/zxf79XD1oEDNnzy7TibBery93AwXhIi0ocxcTEyMtKEWFJIm8EBl079aNenXq4Nfr2bpvX5GPk5qaylVXXQXA/PnzqVWrVrZ9qlWrxpL58wFYsmRJke8rUixatoyUiy/G4HTSpEmT9O2SyOcsayLv9XqZ+uqrLF++nCF33sklHTvyzTff5Huc48ePs3HdOvzff49r/Xo+PHqU3gMHsnjxYilpKmckkc9dVFSUJPKiQpLibyEycDqdnDhyBK6+msPLlhX5OH/++ScAM2fOpEWLFrnuV7lyZTZu3Fjk+4kUW7ZsYc2GDRgqV6Z3r16Z5lDIglA5y9pH/p333uOzTz7hM8B0440EZsxg/FVX8cIrrxBTrRpVqlaletWq9OzUiUEDBqT/XFRUFJWrVuX09On4n34a11df4Vq7llceeIA/Nm7kleefl3k+5YTdbufkyZNahxGRpJe8qKhkRF6IDF6fMYOEo0exfPop9954Y5GP07ZtW+4dPpzOnTvnu6/RaCzTnZECgQDPTp6M+9ZbMX//PaMeeCDT7TIinzOj0Zj+e1m/fj3zvv4adu2C11/H8+mncMUV+JOS8Bw6xKlvv+Wfl19m1aBBjB83jsOHDwOwZ88e9u/fT60aNdDPmgWhE6ZLL8X522/8mpzMo08/LZNqywm73V6my6ZKkvSSFxWVJPJCZPDLb78B8MrIkemlMUVRuXJlHnv00XCFFdEWLl7McZsN65o1PP7QQ8TGxma6Xd5g8zdt5kzczz0HF1wAt94KodWkFQViY6F5c+jRA1q1AoKTqLdv385Nd97JsDFj2Ny/P57t2yHjxHy7Hde337LeZmP4Y4/JJMlyQDodCSGykkQ+H+WtzaLI281pJQtVqlSRv30BJCQk8NqMGTgvu4xaLhdDBg/WOqQy6Y7Bg7FMn471uutQ6tWDtBH3bJo3B0Vh6bff8uiYMXjeeQfngQMExoyBnBYsM5txLVjATlXl66+/LtkHIUqFnBQLITKSRD4f8qJZsdx4ww0A3HXPPbK6ZAG8/u67eHr2xPz550x65hlp1VpEffv2pW/btji//hpl6lSoWzfnHe12lA8+4INKlTg5bRoMHZr/wQ0GAtWq8csff4Q36BKk1+vlCoIoNOklLyoiedcVIoPo6GgefeopAj4fr73+utbhRLSdO3fy3U8/oQJXde+e56ReEXT27FmeGjeOf//9lz/++CO93llRFDx+P+ZbbyWQV0mWoqDecw+BV16BIUOCpTf5UVXUOnX4v7/+YunSpWUiQbZYLHIinQu5Upg76VwjKiJpZZCHQCAgL5oV0PChQ+nfu3eZSHi0cvr0ae4fNQr3449jnTqVp5Yu1TqkMmH9+vX8vG0bP1x/PQANGzdm2apVHDtzhi1r1+JZvLhgyXkh6F99FeWLL3CfOcPYsWNp164dtWvXDut9hFsokc+6kJoIUlVV3ptyEB0dTVJSUrZ1O4QozySRz4PP55O2bRVUjRo1tA4hYqWmpnL3ww+TeN99KDodPXr1IiYmRuuwyoS/t2/Hm2F9gv1durD/kkugVi14+WVo3z68d3jwIP6nnuLxJ5/EZDLRpEmTiE/iQUbk8xKa8Go2m7UOJeI4HI5ysbieEIUhWWoevF4vplD3CCEqkISEeEDJlqD7fD4efvppjnbogP+557BfcgnXZWk3KXJ27Ngxfl69GiZOhOuug5Yt4ddfoXv3krvTevXgq694Z8QIPp4+vcyUP5nNZhISErQOIyLZbDZSUlIkkc+B1WqV9pyiwpFEPg9er1dG5EWFtHff94BCu7a3EAgE2LzlF3zeBL5Y/Dtb9Xo8s2fDvn1w8CCXXHJJvscrr2UAp06dIjo6Os+kKhAI8PkXX/DmzJl4R46EsWNBrw/eWFK/F1WFI0fgn3/g2DG8tWuzYMmSMpPIW61WTpw4oXUYESm0uquUj2QnrW5FRSRZah48Hk+ZXqinJJXXxEwEORwXodMF/8a//f4Ftw6tjsVSlUr1WvNH1ZtxGY0oX3xB7169CnSyW57eXM+ePcuixYv55pdf+G/7dgbdeCMvPPNMjvvu27ePpyZO5KDRiGvNmmD7yBJkfvBBjP/3f7j+/RezzUbdRo24oEEDLrrmGjp16lSi9x1OFotFRlZzYbfb5SQnD+XptUaIgpBEPg9er1cS+VzIi2X51rRJm/SvDcYzWCx1ALiqSyMarN7LVtpjnT+fAaNGaRShdh4bN47tNWvinTYNjEYWde/OFe3b06dPn/R9Dh48yIxZs1i5Zg2e558n8NBDmRdrCtHpwO8/P0JfVEePgsOBsnIlxjNnWPrtt8TFxRXvmBrS6/UEQqvUikxsNhupqalahxGxZJBJVDSSyOfB6/VizWmRFSEqELO5FoFAAJ1Ox6a98RypeSn4fPgSE3lrzhw+u+SScv/mqaoqW7ZsYd78+fz9++/g8QQ/0rqqJKSkpO+3du1aXnn7bfYfOYK6aVOwTj03ZnPwOMV5nUlKwtyxI2pSEoFLLyVh//5y//eoyEwmk/RKz0Ool7wMwomKQhL5PHi9XqKjo7UOI+L4/X5Z+KcCaXnRNTz99FScVh8rBz7I2cvaAeDZu5d/Gzdm165dNGvWLM9jlPXE8pO5c3ltypTzG4xGWLAAgDlz5tCxY0fWr1/PtJkz+e/cOZwTJsDNN+c/0m40gttdvER+3Tqq2O3MmzuXpd99x69OJzabrejHE6IMczgcZa4FpdfrJSEhgcTERBITE4lv1EjrkEQZIol8HqRGPmeBQAB9cUsBRJlhsViJiW7OnHnzcE3ocv4GvR4uv5wdO3bkm8iX1VKs48eP8/ykSWzctQs2b4bq1WHfPmxXXonnr7/oPnAger2em4cPZ9+JEziffx5uuw0KOkk+NCJfHF26cCYhgfj4eO664w7uuuOO4h1PiDIsUhP5ULIeStg9GZ73BoOB6OhoYmJiqF27Nv9Xp46GkYqyRhL5PEj7yZzJiHzFsnHjRl577z3ca9YEE88M9Pv2Ubd373yPUdZG5E+dOsUvv/3G2++9R5LNRuCnnyCt44vpzjtJ/f13rr32Wg6fOsUDzz+Pc/x4uOOOgifwISZT8RN5oxH/Pfcw96uvGP/008U7lhBlXHR0NPsyrNVQWlRVJTU1NX1UPTExMdM8D6PRSExMDDExMdStW1dyCxE2ksjnQRaEypmMyFcso8ePx/3889C0KYbBg/E9+SR06gSqimfXLhoV4DJwWRuRHzhkCElnzwa/2bMHGjYEQPn0Uzw//gjA999/D7Nnw113BUtkiiIciTzgu+8+vm3XjqceewyLxVLs44nIJ6u75sxqtZbYZGC/35+pBCa0aFnob2G1WomJiaF69eo0adJE3idFqZAsNQ+qqsoTMQcyIl+xjBwxgokTJuA+dAjf4sXoqlUj0LYtJCSgg4i7hB0O1Rs2JPnaa1H/9z9o0iS48dgxrP/7H6mA8vbbqPffH0zEi8Nkgvj44oYLDRqgdOzIjz/+yMCBA4t/vALYv38/u3btonPnzkSlTfoNJ51Oh9/vl9fgHIQmvMqobnbFPblJSUkhISGBpKQkEhMT0wchFEVBp9PhcDiIjo6mWrVqMhdFRARJ5EWhyYh8xTKgXz/q1anD519/TaNHH+WH337jYNWq6C+4gDqNG5erUcHDhw/Tv39/fD4fXHcd+unTsfz4I57t2/G6XKSOHYt+8GD8I0aE5w7DUSOfJvXBB/l4woRSSeQDgQCjnnuOI0Yj/hdeoGX79vTr0oW4uDi6du0altcHs9mM2+2WZCkHVquVlJQUSeSLIDU1leTkZJKSkkhKSkqvVQ+9jtlsNqKjo6lRowZNmzaVQSsR8SSRz0NZKwcoLT6fTxL5CqZNmza0adMGgPuHDycxMZF169bhcDi0DSyMvvv+e8ZkrDFv0wZ/v36kPPTQ+W0NGuDv1i18dxqm0hoAqlZlz6ZNnD17tsSvkvz4448c1elwrV0Lycls+uEH/lm4EP+6dTT53/94/cUX2bx5M+3bt6d69epFug+LxYLL5ZJEPgeh1V0rVaqkdSgRJVSnfu7cOXbv3k1SUhI+nw9FUdLLXywWCw6HQ2rVRbkhibwotFBPcVFxRUdH06tXL63DCJsFCxYwceLE4DfDhsEHH5TOHZtMwfaT4bBhA9dcdx1ms5mDBw9SL6/+9cU0beZMnHPmBBe0io6Gm27CedNN4Pfzz6uvMujWW3GmzTH47LPP0k8CC8NiseAO1++mnLHb7Zw8eVLrMEqdqqqZRtOTkpIyTShVFAWbzYbf7ycmJoYGDRpI57kSZtTpqGXWeL2dCr4ItCTyeShPJQPhJHWroryx2+3nv3n77dK7Y6MRwrW4T9eurJw4kR8uuwyAb7/9lvr164fn2BnEx8cTf+oU5HRlQq8n8PTTOK+5BvNNN+H+5x82bd1apETebDaTnJxc7HjLI5vNhtNZ/rIXr9dLcnJypo+sk3rtdjsOhyPPCaVGozH9Q4jyThL5PEhpTc5kRF4UlqIoEf1/k/5c//hjKM1SjnAOFlx8Me6lS6FTJ1q3aUOtWrXCd+wM9uzZg/mii/DmFfvFF+P+9VdM3bqxb+9eEhMTC724nsVi4fTp08WMtnwymUyZ+pCXBYFAID05T0pKIiUlJTgXBdJLXwwGA1FRUTgcDmrXrk1UVFSRXjOio6NJSkqS0iNRIUgiLwpNRuRFYen1+ojudmQO9ce/6y4YOBBiY0vvzsOZzF96KQCb//67xFrn7tmzB2+rVnnvpKpQowaO6tVZsnAhq377jdUrVhTqfiwWS5lLVktLpF0tDtWmZ0zUs/7tFEUhKiqKqKgoqlevjt1uL7ERc4fDwX///VcixxYi0kgiLwrN7/fLBCFRKDqdLlMta6Tp1asXtS+8kCPPPVe6SXwJMDdsyL39+5dYsrd9717caeU7uUq77zMnThBXvTrnUlIY//LLjHviifMnTfkwGo14w1V2JIpMVVVSUlIyfYTKejL+j1mtVqKiooiJiaFOnToF/juXBJvNRkpKimb3L0RpkkReFJq0nxSFFRqRj2h6PTRvrnUUxaMouD/+mC/vvpsRw4eXyF3s3LcP7r03/x0//JCY0aNZtGAB115/Pd8dPszGoUOZMW1agWr3Q+UWouR4vV5SUlJITk5OT9JD5S4hoQmkodr0GjVqYLVaI+6qQEaRHJsQ4SaJfC5k1bzcRXKJhIhMZSGR1wHWYcPwHzqE76mnCDz1VOnccbiT1X37qFWtWniPmUZVVQ7++y+0bAlOJyxYAAMG5HwVIyGB3tdcg8PhIPnUKZRAgIM33siQoUN5YcwYrr322hKJUQT/Tk6nM73cJSUlhdTU1GwnRgaDAbvdjt1uTy93MRgM5eK9rzw8BiEKQhL5XPh8PklWcyEj8qKw9Hp9RJfWADz/+ON4PB5enDSJY08/DaNHw19/BTvLFKHrSoGFOeFQ/u//2Px//1cigxGnT58moNdDtWroJk+m0owZJD36KN4PPkAdMiTTvsb9+2lQsyZHjhwBINpsxj1vHq6XX+b5117jp9Wr6d+nD+3btycmJibnxyLJWCaBQACXy0Vqaipnzpxh8+bNeL3eHJ9bFouFqKgobDYbcXFx2Gw2eU8TohySRD4Xsvx17mREXhSWTqeL+BH5S9Mmih5LSzy56SZ0S5Zgvu46nAsWaBhZ4ah33gmzZrFr1y6aNWsWvuOqKrt378Z40UW4z53D+NprfPTRR6xYsYLpa9fiDyXy27ZBQgLGbduo3b8/9evXZ/Pmzeh0Om598EG2NmqEa9MmVk6fzp9ff41n3Diq1a3LA3feycC+fbPdZ0Xg8/lwOp3pI+eh0fSsj19RFKxWa/rqo5UrV6ZmzZolNrG5LFMURRoziApBnv258Hq90oM2F/LiKAqrLIzIh/Tr359vly6Fr75C0evxNGxYsncY7mT10ksxdevG//3f/4Utkd+3bx8DBw7kotatcQ4ciOH11+nVvTsNGzYMlmJkOEkzv/kmgblzqd2sGe3btwfIfuIfHU1g7FhSxo4Fr5cjv/zCy7fcQp8ePbBaNV5cJkxCo+dOpzP9IzU1FY/Hky1B1+l02Gw2bDZbeo90i8WS5+us0WhEp9NJEp8Lh8NBUlISsWV88roQ+ZFXgFxIIp87SeRFYZWFEfmQUSNHUrtOHX745Rdwuzm2bh3+ffugUSOtQysYnQ69ycRrr73Ga6+9lummrVu3FumQDRs2pFJcHDs2b4YVKzBMmUJs2iJaOp0OJdRd5ssvUb7/njdfe40uXbpkO071SpXY9emneK68EhISoFatYOlSnz6onTqxdOlSbrzxxiLFWBp8Pl96aUvGBD2n7jqKomCxWLBarVitVuLi4rBarZjN5rCUDNntds6cOVPs45RXoV7yksiL8q7QibyiKGOBScAMVVUfTtv2MXBnll3Xqqp6WYafawp8ADQFvgQeV1U1kHbbr0BXYKiqqv/L8DN3AdNVVY0qbJzFJaU1uYvkhX1EZCoLk11DqlWrxsMPPsjDDz5IfHw8V155JTRuHP6R8xBFCR47jPXgzn79YPlyevfuTYcOHWjdujVNmzYt8vHOnTtH3SZNSBgzhkCVKvgefZSv2rXjmt69iY2NxbhmDV7AeP/9TBgzJvg7y8GkceMYNW4cf8bGojOb8Z87F0zkAecTTzB7+HCGDBmS/voSakFZUoMqgUAAj8eDy+XKlqDndAVJp9OlJ+Y2m43Y2FhsNpsmgz42m42DBw+W+v2WFQ6HgwMHDmgdhhAlrlCJvKIolwHDgS053PwzMDTD91lX8pgBLAB+AyYDNwPzMtzuAl5SFGWBqqruwsRVEiSRz52MyIvCKkuJfEah0TzLJZfgKqk7MRrB64Vwvt4MG4Z51SrcqanccsstxT5cvwEDSEpIgNWrgxvq1ME9ezb33HUXl19+Of7ff4ctW1CGDePjBQvo0qULDocj/edVVWXTpk20a9eO915/HafTSf9bb+Xk6tXQs2dwp27dSLLZWLNmTfqJgNlsxul0FjhRDtWahxLz0NdutzvHentFUTAajenJucPhoFq1algslogvWTGbzbJgVh7sdjupqalahyFEiSvwK5WiKDHAXGAYMD6HXdyqqh7P4xCVgL+AbcB/QGyW278ArgYeAl4vaFwlxev1YivNpdrLEFVVZUReFIpOpyuTi/t8//331KlXj/gSaucIBBN4tzu8ibzNhrt/f1I++IAzZ85QpUqVQv240+nE7/cTFRWFqqokJSSgu+QSAhkT6uuuw7NnD2t79KBj27ZsmDgR55dfsvfhh7n9/vuZNHYsTZo04dvvvuOrBQvYvn07GzZswGw2Y7PZGPfoozx90024PvoI+vcHRSH18ceZ9cEHdO7cGb/fj6qqHD9+nOTk5PTE3O12Z+t1HqLX6zOVs1StWhWLxYLZbC53r1nS0Sdvsg6BqCgKM+QwG/hKVdWViqLklMh3VhTlJBAPrALGqap6MsPt44DvgSjgT2B0lp9PBiYCLyqK8qGqqvGFiC3sPB6PjMgLESZldUR++65dHD54EA4eDHv5SzqzGUpiZNVu559z5+jTrx+L5s8v0CJMIU8++SQbN23ijzVr0hNGtW7d7DvGxaFcdBHdLriAjTNnwj//4J0xg4NTpnDvxImk7NqFpUcPfNHRABw7doxAIIDT6aRSpUo8fv/9vDxgAMyeDU2aQM2a7NixgyVLllCvXj2SkpLQ6/WZRsvNZrPMXxIFIic7oiIo0BCFoijDgSbAc7nssgy4A+gJPAF0BFYqipK+RrOqqsuB6kAdVVW7qKqa0/rJs4EzwJgCP4ISIpNdhQgfnU5XZrrWZOTMkGAr775bMndiMpVMIj9kCCnbthF44AE+njcv//0ziE9KIikxkfXr16OqKmPGjMGk08GpU3DoEOzeDVu3wvr1uOx2vlq6lP5XXYW+b19YsABf3bqkzJgB336L6/nn8b3zDigKLpeL6Oho6tWrR8uWLenQoQMXXHAB3HcftG0LV11FYORI1m7ZQvv27bn44oupUaMGdevWpWrVqkRFRcnrsigwGZEXFUG+I/KKolwIvAxcqapqju82qqrOz/DtVkVR/gIOAH2BRRn28wAncrsvVVV9iqKMAz5RFGV6wR5CyfB4PPKGIUSYGAyGMjki/9iIEQBs37qVvS+8gPvWW6FSpfDeSai0poT4Hn2UpZ07c2r0aEaOGIHNZsPtduPxeHC73bjT7jtj0lOvfn02b9zIPffcw4svvkjt2rXxv/MO7N8PlSuD1Rr8PZjNBN5+m/0DBtDQ6aRjkyZsuOcedDExuPftC15tSGO56y6G3ncfQ667jjtvvRW73c6NN9+MLm20PsQ/bBg/XXghk59/HovFkh6fEIWlKIo0ZxDlXkFKazoBccC2DJep9EAXRVFGAPask1NVVT2qKMphgh1qCkVV1QWKoowGXiA4MTZf69atA87XxGX8DMEkwmQypX8OfRiNxvTPWZP2QCAQ8ZOdtCKXK0VhlaX2kxnFxMQw/umnAXhg5EjWjBuH2qZNcAQ5XMxmSMnhAqXXG0zwPZ7g59BHxu9DI/kZO99kLQFSVdwffsiaOXNYd889jBk5ks6dO1O5cuX018Ksk9c7duzIJW3a8Pzzz/Pcc89x9733ojeb8TVtmvlEZu9eqFUL15IlfB8dzYUXXcSH773HsPvvh2++gRtuSN/V9eGH8NxzfPnmm3x5ww107twZg9WKc/586NHj/DGPHiUurYwnNNlV5MxgMMjV4zyEesnntnKwEOVBQTLVJcCGLNs+AnYTHKnPNkqvKEocUBs4VsS4ngJWAGcLsnPHjh1zvU1VVXw+Hx6PB6/Xi8fjwePxkJSUhNfrTd/m8/kynQDs2rUr22QZRVHSuxwYDIZMn7N+Hfpekl4hytaCUDkJBAJs+usv1BUrghvi4mDw4ODXqgo+XzCp9niCCXheX4d+D6GE+9w5iI+HI0cyJ+IGQzDJN5mCn81mcDgyf280Frhu39ejB77ffmPq4MH07Nkzz+Tmm2++4fnnnwdAefFFPt+9G+/UqdmuRlivvx61YUNcCxcC4EpN5c8//8R73XVwzTXZD9ywIZ633oIJE/jl449Rb7sNsvabX7uWti1bAsH/GymPyF2oM4skqjmTRF5UBPkm8mmTTuMzblMUJQU4q6rqNkVRohRFmQAsJJi4NwBeAU4Ci4sSlKqqqxRFWQY8DBRrGC+UeBd2xEJVVTp06JBtu9/vx+fzpZ8EhL52u90kJyenfx/6nNPJQOj4Gb+H4KilXq/HaDSi1+sxGAzpn0MfOX1f2q0g5Y1VFJZWI/KBQACfz5fpI/Qczvq93+/H6/Xi9/vx+/3ZrvCNf+YZnk4bnTfccQe+YcOCCfj330N0dDCpNpkyfw4l3hm3Z32+JiQER7bbtSv5X8iVV+IdMoTX332XF555JtfdokPlLl9+iXrDDTm33vT78e7eTUNg/5NPovTowW2XXca/Bw6gduwIUXks/1GpEuqoUTneZFm7lktatCjwQ6rIbDYbKSkpkqjmwuFwcOTIEa3DEKJEhaN2xA+0IjjZNZZgMv8LcKOqqknFOO4YYDMQUddVQ4mzOUPtZ7jklWSE+iNnTDpC20OJdcaTg5y+zu17vV6fvtR36GQitC30dcZtSUlJJCYmZtsuveVFiN/vJxAIpCfFLpeLhIQETp8+nWl7KNHOa1tB/5dzEjqRz3gCnPHrUMldTrfl5NprrwXgp59+4vHHHw9uvOKKYCJfVCVcI5+V56WX+K5ZM267/vrgRNMc7NqzB8utt+LKUBqTTXw8aiDApHHjeHriRKpVr06HDh34ffNmqFq1yPHp16+n5cCBRf75isRms3Hu3Dmtw4hYDoeD5ORkrcMQokQVKZFXVbVbhq+dwFXFCSLj8TJs20awFl8TWpTEhBKIkjhJyE2o9Ci/5Cq0NHkgECA+Pp4jR45k2y9r6URJ9vEN/X1C5U75fWTcNzTxqTA/V1AnT57k0KFDhXosqqoW6CO0byAQyPR9YX4+r99nOP5WoeOETuxCJ4gAp0+fJiEhIdNJo8lkwmq15nrSGPocSZ596SWiLBYADH37prdWLLKSaj+ZmypV8A8axLLly7Ml8ocPH+aaUEnMtm35Hofx43nxzTf55vPP0zfHJyYW/cQmMRHPoUM0bty4aD9fwdhsNg4fPqx1GBFLesmLikBmc+aiojz5QyOWhXHmzBmaN29eQhEVTEES3cImu0C2ny2s0DyJoijIiQYEy1RyO0kpyM9rJSUlpVwkaE63m2927oRffsHXrVvxD6jTna+bLyW+999nT48evDl9OiMffjh9e+3atbn6mmtYWaMGngKUt/gfeoh/Xnop04TLixo2ZOvmzaj9+hU+sOPHccTFyeTNArJYLLK6qxAVnCTyokyKhMQ0J4cOHaJGjRpahxFx/H4/P/28lN27/+bmm4eV6TKsO2+4gdWjR+Mq4ys//7JyJb///numRF5RFM55vXgydpHJS3Q0pgYN+Pfff2mRlvhffsklLF2yhJRx4wofVO3aJJw8manrmMidjDjnT/6PRHkXWdeshRDlwqrVi1nz57ss+foNlv/0Nat/n0Kz5gE6d4EFX03QOrxi2bpzJ5UNBsxluY57+XKMDRrg9Xgy1Vh7vV7+XrcOrip4taSvQwdGPPgge/fuBaBdu3a4164NdukpLLsdvdWaKaZQL3AhikpOdkR5Jom8EKJQfD4fGzctZ+OmH3O8rL9i5QIu7ZRMlTgftw5tQt36h7n3viu59LKG6A06rr/xYjZt2lSg+4q0BG7Tpk28MWsWRw8dwp+aqnU4Rde7N945cwDo0qULrVq1olWrVkybNg13YiKsWlXgQ7mfeIL4m27i2SlTgLRVsfV6+OuvIoVmqlOHY8fOdy42m824XDn2zREiX1FRUSQlFafvhhCRTRL5XMjlOCFytnXbKq6/IYobb45h+45fst2ekrqXWrVjqF69EjVrxtKmTR2WLN7Epk0HcURbSUx0Urly5Ww/53SmsnHT12za9DWHDx9k1er3OXhkHpv+nse5c2dK46Hl68iRI7hPnQLAUr9++A6sxetNjx6wY0emTYvSEmhlwYKCH6dVK5g2jV1btpCcnMzhw4dxJiYGe+0XRd26HD9+PP1bWd1VFEeol7wQ5ZXUyOcg1ENaCJGdgg6fL0DwanX2sQC7LZb16w5gsVgBqFO3Mrv+Oc6pk0kcO3qO7ds8XD8omARv274al2sbySkp2O0GXG4n1w1qx4cffMQTo3unPw9nvvslNWu0Rw2otGjRsdSen9u3b2fEqFFUq1mTubNmceWVV6bf5jp5Mnx3pNWl/+bN4exZSDuxcv8SPDErdDR2O6ZLL2Xt2rX07NmTG2+/na8nT8b9wQeFDslTr54k8oWg1+tlddc8OByOTFd4hChvJJHPgbwoCpG7iy/uytIlq1HVAK1adc92e5vWg/h11XT0ej8nTiSiKDpOn3IRZa+CUd+d6wed74ZiMh/BYlO58ZZLADh9OpkZ76yk0+VNMiXrev05LrviBHq9wmcfT6d/v0dK/HG63W5uvvlmAJxdu/LcpElcmGEU3nfiRPjuTMuBg0qVMDz4IL5334WUFLDbi3SYlGuvZcWaNfTs2RObxYKvSpUiHcfTuDGb16zhtrTvLRYLKSkpRTpWRSCru+bN4XDw77//ah2GECVGSmty4PF4JJEXIhc6nY42bbrRtm2PHBdOqlKlOoMHTaRSbBf2/htLo/p30bvnGBo2uIrGjTK3NExOjMbrOb/ia1xcFAnn9NRvUImVK3aQkJDKjz9uxev1Ehdnp1IlG42bKmzfXrT668JIHwW+917cH3zAql27eOutt4Lb1q2DcF6u13gynm/GjGAMRUziAbj2WlavWYOqqri83mBbzfwoCnzxReZtd9/Nyt9/Z9euXUCwRl5G5HNns9lILcvzNUpYpK1DIUS4yX94DrxeLyaTSeswIpaUHYn8KIpC165Xc8MN9xATEwvk3DmiXbu+JJxrxOFDiQB8OX8HgweP4s81XhISnXz00SoCfi9ut57lP/7DT8t3cUXnRrjdJZ+4REdHE9ewITz0ENjtOL/7DmXw4OD3HTpAVFT47qw8PKeaNcOj17N3715uHjQIw5w5kE9Jg65VK7j5Ztiw4fzGKlXwvPAC46dMQVVVLBaLTHbNgyTy+ZOuNaI8k0Q+B1Jakzd5URThdNll/di2uRFffaHQtPFtVK1ajU6X3kqzpiNo1/p+zMZ+NKjfhXr1a3D5FU344bsztGp1WYnHdfTo0eAkuYsvDm5o2BB14UKYPr1k7rCsP68UBf811/DzihU0btyYYTffjKVHD8jQSjKrwI8/Br/o0CHTSrLq/fez3+1m2bJlmEwmWfQoD3a7XUqPhKjAJJHPgSTyQpSuCy5oRbu23dJH7yG4Sm7NmrWpW7c+rVp24fSJDvz6czXat725VJ6f//d//4euR4+ClYgUl14Pfn/++0U4z6OP8sGCBXy1aBEj7r0X1z//QN++4PPl/AM1a6J8+mnw61atYPfu4Nd6Pc4ZM3jp9ddxOp2lE3wZJaVH+ZOFs0R5Jol8DiSRz10gEJDSGlEkxf2/qV2rLhdd1LrUnptHjh7FeeGFpXJfmExQHkadW7TAvXo1U+bMYeb77we3/fknvPNOrj+iDh2KfvJkAAwdOqC8+y72q6/GMns27q5dmRE6jsiRTqeTJDUfdrud5ORkrcMQokRIIp8DqZHPnd/vR6/Xax2GKIPKWrJRs0YNLIcOlc6dlZdEHuCCC3D9+Sfvp01i1dWuDcOH5/kj/qeewvTww/gSElAfeohGx4/T6uBBVJ+P+QsXciKcHYJEhSO95EV5Jol8DqRrTe4CgYB0ARAVQs2aNTEcOFA6d2YyQXkqj6hVC9+uXfDwwwTWr89/YrCi4HnzTcyDBwOwdfNmpk+dSr09e/C3bcuUt95iQ8YJsUIUQnR0tCTyotySjCwHUlqTO7/fn2PLQSHKun379vHCCy/wwYcfAsFEPnDwYOncudlcfkbkQ2JjgyU1NWsWbH+9HvfcuVivvJJe11zD8uXLGfPII1T97z8S2rZlxDPP8MLkydKhRRRaVFSUJPIVmKIozyiKsl5RlERFUU4pirJUUZSWWfZRFEWZoCjKUUVRnIqi/KooSoss+5gVRXlHUZTTiqKkKIryjaIodUr30WQnGVkOJFnNnd/vlxH5MsTv93Pgvz04omOpWrW61uFErOPHjzNw4MD073/84w+i7HZS9+6F99/PtzSk2MpTaU1xWCw4v/mGNVdcwYb/+z8S4uO5qG1bji9bhqFjR77eu5dfhgzhzZdfpk2bNlpHGzF0Oh0+n0/et3Kh1+vLXGmfCKtuwLvAekABJgI/K4pykaqqZ9P2eQp4ArgL2AWMB35SFOVCVVVDZ4FvAgOBW4AzwOvAt4qitFdVVbNuBZKR5UBVVZnQmYtAICA18mWEz+dj7R8zadFkKQb1Y7ZtXaF1SBErNTUVe9OmcPgw/PUX/0yaxIbmzYM33ncfJCaWbADlcUS+qGJjcf74I05FYchNN7F940YA7AcPEti4kTMPPMDwxx7jzz//1DjQyBFa3VVrqqry998/s/Pfuez77yP++fcz/tr4PV6vV+vQRAWmqupVqqp+pKrqNlVVtwJDgarAFRAcjQdGApNVVV2oquo24E7AAdyatk8MMAx4UlXVn1RV3Zh2nIuBXqX9mDKSRF4UiozIlx1bt67h+gEq1arZaNPKgUHZrHVIEcvn84HBAP/9B23bQs+e0KcPTVq3Du7www8lG0B5q5Evrjp10EdHc8dttzH2uefQWSycbt0av8eDadYsXJ9/zqNjx7J69WqtI40IkbIo1Np1X9HnWjfX9q1Gz951uKZvDQYN0bP+r8/xa9xeVUbkRQYOgvlvaJGLhkANYHloB1VVncBq4PK0Te0BY5Z9DgE7M+yjCbkOJwpFRuTLDqPRQqrTj8kU/Hv5/XIClhtVVfEnJUHnzvDll9C8OaYRIzge6mFe0q3rpLQmG/Xyy7n9/vsZcccdDL/rLj6cP58A4DlwAKpVw7V0KU8MGMCUZ5+lR48eWoerKbvdTkJCgqYx/Pffv1x+pYLdnrnjm16v47rBlVnx41patdI03xElwKiDWlaNg4gnTlGUjLPhZ6uqOjuPn3gL+BsIXdarkfY5a3usE0DtDPv4gdM57FMDDck7uygUn88nI/JlRIsWHflxZRyrfk/g++XJWO1dtQ4pYjVp0oRmtdNer2+8EcsNNzB62DCWffstVw8eXPKLNUkin41z7lwSFi/m7R07+OzLL7mud+/02yxXXw3x8bh++IGnJ01i2bJlGkaqvUgYkU9M2kP9+jE53ma3m9HptW0harVaNf8diRJzWlXVSzJ85JrEK4ryOtAZuD6Huvasl22UHLZlO2QB9ilRMiIvCkVG5MsORVG47PLb08uhtJ73EVpdUes4cqLX6/lk9myeHjOG+MRE+vTqxZDrr0dRFGwWS8mXvRiNua9+WpF17Ijz66/hvfdY8eKLPPDAA8ycOZPGcXEcuvtunHfcgeuHH3ju2mtxe70M7N9f64g1YbVacblcmsag6ALFur2khXrJ22w2TeMQ2lEU5Q3gZqC7qqr7Mtx0PO1zDSDj4iHVOD9KfxzQA3HAqSz7aFrjJ4m8KBRZEKrsiZS/l16vj+iOUDqdjmlTp2bbbjIYSqd+XWp4c3fbbSR98w2HTp2id+/e/PTTT6xcuZLR48ez8/ffcX7+OS/dfjsej4cbrr9e62hLXegkWVOBKiQnnyEqypz9pkAAlzOftQRKmMPh4Ny5c1SvLt27KiJFUd4imMR3U1X1nyw37yeYqPcm2NkGRVEswJXAk2n7/AV40/aZl7ZPHaA58EdJx58XqZEQhSILQomi0ul0mk94Kwqr0Vg6iXwEXqmIGDYb3kceYcXBg6z87TdM9evz9qxZfDRjBrdffDGWm2/GNWECUz/4gE/+9z8CAW1HfyuiFi0u5cfvs5YPB/28/DgXNNW2Pt7hcJBc0nNdRERSFGUGcDfBtpHnFEWpkfYRBaAGz4LfBMYoijI4rcf8x0AyaUm7qqoJwBxgmqIovRRFaQt8BmwBfi7lh5SJZGQCr9fL+g0L2L7zcw4d+jfX/TweD1u3/s6Onb+TmppSihGK8iA0Il/WWEwmKI2yBa1HVCOZXg9WK861a/GnpKDT6ejWqRPJycm8/957uE6exDJ6NN6hQ5mxfDk9Bwxgzkcfce7cufyPLcJCp9PRsEF/Fn55mp07zqCqKv/9F8+SRSeJsncnKsqhaXwmkwmPzEOpqB4k2KlmBXAsw8foDPtMJdgXfgawAagJ9MnQQx5gFLAI+AJYQzDR769lD3mQRF4AW7f+yaAhDvoNiCMhKfcWhX9tmk/3Xj76D1TYuv2LYMs+IQpIp9OVyZHSqlWrYt29W+swROhER6dDFxdHUlISf/75J1OmTAHAlZiIbtYs/DExnB47lvdOnqRXv36MHDuWPXv2aBh46dC8tAaoVKkK7dreQvyZK1n0pY0De9vRutVt1KxRT+vQRAWmqqqSy8eEDPuoqqpOUFW1pqqqFlVVu6b1k894HJeqqo+oqlpFVVWbqqr901pQakoS+SwCgUBETsYrSdWq12PTxtMkJLhwOy057pOSkkKTpiqqqmIw6ul0uZ1jx46VcqSiLCurI/Ldu3fH98MPEGpFKTSXOnUqU958kyeffJJnJ05M3+5TVTy//or+kUfwdOiAZ98+VnbuzC3DhpX7zjaRVLpWo0Zt2rXrTL16jbUORYhyTxL5LLxeL0ajUeswSlWd2g3we7qzemUt2rXrl+M+VquVkycC+P0qer2O/fucVK5cuZQjFWVZWR2Rj4uLo+lFF8GPP2odigjp1o3UsWMxxsTg83hQ+vZFiY5G3bMHQ8+emE0mGs6Zg+WOO1DvvhvXypU89847TH3zzXJbJx0pq7sKIUqXJPJZVMREHoIjKC1bts/1aoROpyM66kp+XRnPTz/G4/degt1uL+UoRVlmMBjyHDFMTIxn098L2bBhUcTVsl7fuzfW+fO1DkNkEOjZk0CvXqhPPon63XeoiYlYWrUisGULQwYPZsHHH3NDzZpYWreG77/Hdd99fDZnDp06daJVq1asWbNG64cQVna7nZQUmbuUF6mTF+VRZPaB01BFTeQLom7dJpw924MLL7wQiyXnEpzyyOl08sHHH/Pl11+j6PUYTSaqVKnC7QMGcPXVV+Pz+Spkb+KjR/ZxcPciXM54bJWupONlV+W5f36X/vfsXcXgITb8/gBLFv1C+3Z5H6809ezZk8lvvRUsr7FqvYyhALCMHo1x3Tp827bh6tePVidPMvrhh3l28mT+b9MmjEYjT40cSfcrruCX337jXEoKCddey9lz59j+55/lbiDCZrORlJSU/44VWFRUFElJSVSpUkXrUIQIG0nks5BEPm8VaUEoVVVZtmwZL7/5Jq7LL8e1bBnYbOBycXL3biZNn87Lb7xByunTjBs3jkGDBmkdctj5fD7OnTtH5cqVM/3dvV4vp/6bxS39rICBpcsXs32LkRYX98j1WHq9Pp/SGhMpKR5SU7yYzbXC9yDCoEqVKlzYsiXbfvgBBg8umTupYHNzCk1RghNe035Prueeg6FDcf3zD/WAsRMm0KJFC76ZN49Dh87PP+vQoQMdOnQAgs/pjRs3cteffzJ06FCuHjSIJx58kBo1NF1hPSzsdjsnTmi7emqkCy0KJYm8KE8kkc/C4/FgMpm0DiNi+Xy+CtFHfvv27Tw/bRoHfT6c8+fDlVdm3uGii0gdOBB27UJ59lne+u47prz+OlVq1aJrp050aN2a1q1bU6NGjTI7eXrHzj8wmfdSt76JfQe8+D1NadbsUgDOnDlD8ybnuxY1rGdl6/4tQO6JfH4j8m3bXM3Py3/DaLTQskXHsD2OcBncqxd758/HWVKJPGRKVEUWoRV2Q1cDu3TBtW0bhrp1mTRuHC1atACCJ4wNGjTI8RDvzJjB+7NmobzwAmqHDiwbMoSjx48zd3auK7qXGVarVWrk8+FwODh58qTWYQgRVpLIZ+H1esvdJddwUlW1XI/Inzp1iqnvvMMvf/yB56WXUO++O9jDOjcXXoi6YAHJAKmpnHj/fRY4nXy3ejW+adOw6PVMHDOGHj1yT3Aj0dGjB2nQ8DAtL64DQPPmsGnjfxw/UY8a1WsSFxfH/61UuTCtKcW+g6no9XlPftbr9XnWpyqKQuuLu4TtMYRbz549eeWNNyA1NXhlJtzMZvB4gp9FdlZr8Hefsaxv82ZiY2Np3bp1gQ5xx+23czI+nu9few2z2Uxc/fps+fNPVq9eTZcukfu/VxBldcCgNNlsNpzSfUqUM+V/aLWQpLSmYnK73bz3wQdce/31rGjcGPe//6Lee2/eSXxWNhu0bo06Zgwp33yD+/hxEr76iqdffplNmzYBMHr8eF6aOpX4+PiSeSBhcvLUP7S8uGqmbW3bVeP4se1AcOJq8/ZjePd/Ht7/PJ6zqS1o1e7GPI+p1+vL9NoDlStXplmrVvD99yVzByZT6awgW1ZZrdlbgNatS7Lfz5vvvlugjkixsbG89OyzfLtgAb/+8AOL5s4F4KGHHoqIPuxCCFFYkshn4fV6pbSmgjl06BBXDx7MnP37ca1fj3faNIiOLv6BFQUuvxz9ZZfx33//kZqaysrly1lsNtNn4EA+/OSTiO2gEAhkr2f3+fxkvIhXpUo1rrnuZXr1f5OuvR7NdwJ0WW0/mdHgkuxeYzIFR+QrOp8PRoxAadQo84mNzRYckc+ofn1cGzbw+ebNPPTkkwVOxmvVqoXZbMZoNDLgppsApORCCFEmSSKfhYzI5628Xb6Nj4/n7oce4uzo0bi+/hoah38BE/d11zHp7bcZfNttmNu2xfP++zh//533du6k93XX8cMPP0TcaGCzCy/jx2VHMm1b9v0RmjW7rMjHzH+ya+Tr2bMnvuXLoSTa/EkiHxQVBbNmoe7fj+WyyyA0cTWnEXmA6tVx/vADv//0EwkJCYW+u0nPPsvWrVupXr16MQPXXnl7fRZC5E8S+Sy8Xi8Gg0wdqCgeePJJzg4eTOCRR0rsPnx33YX7yBGOTJlC8iuvBDc2b47z2285++mnjP/4Y97/6KMSu/+isNnsVIruxeKFifz4wykWf5VI1Sp9itV2NJJWniyqSpUqcVFaX/Kwk9IaAIwjRqR/bT14EHOHDvDrrzmPyIdER2O+7z6uu/XW9DK2iirSBgUiTXl4HRIiI0nks1BVtUJ0ZSmq8vYmceb0abxXX13yd2QyBdsWdu6ceXu3bri++ooPP/uMxYsXR9QbTLVqtWjdaiBNG99I64sHEhdXg1OnThW5zr08jMhDsLxGuesu2Ls3vAcOTXat4LxvvgnHj8PcuTgrVaKWw4FpyJDg78blyvmHFAX3e+9x5p13uO+JJ/jjjz9KNeZIYbPZpHNNPhwOR7ld3VdUTJKxigpry5YtnI2PhyZNtA2keXN8t97KS3Pm8PzEicybN49du3ZpG1MO1q6dR1TUV6xb936RknmdTlemJ7uG9OrVi8vatcPSuzeEs65aSmvOq14dbr0V17p1HKtTB8+ZMxAbi/H+++HUqdx/buBAXO+9x0tvvlkhE1qbzSaru+bD4XCQmJiodRhChI0k8llIjWHF8dgzz+CeNQty6TldmtxvvYXn99/5rl49XjtzhqH33x9xJQJxcQk0a1aF1q0pUtcdg8FQLkbko6OjmT1zJrf06YOlb9/cyz0KSxL57CpXxrV8OaZ77yWuTh28//6b/5WQQYM4GRXFpZdeGrGTyUuK3W6vkCcwhREVFSUj8qJckUQ+i/JWOiJyFggEgmUsEZDEp6tTB98bb+CZNQvn3LncP2oUf//9t9ZRpUtObsDPP59h69boIq2MWN5qU0c99BBda9fGctNNEI7HJTXyOTMa8cyezdm0eSzme+4Brzf3/RUF97ffYuvenc69evHR//5XSoFqT0bk8yelNaK8kUReVCh+v58ffviBa264AVdcHMTGah1Szq66Cudnn3HfyJHM+egjzp49q3VEtGlzLU2bPsBll91WpCtX5aVGPkRRFF55/nkuPHsW08MPB1dlLQ6pkc+dohB46imMXbvi3rkT/eTJee9frRqpK1fiXLeOdz//nMVLlpRKmFqTGvn8KYoiA3aiXJFEXlQIXq+XxYsX03vQICYsWsTRN9/EuWkTNGqkdWi5u+YanMuW8e6RIwwfOVLefCKQ0Whk5quvUv3XX9FPnVq8gylK8U8GyjnvqFEA+MePR//CC3DkSN4/0KQJrh9/ZNLbb1eICbA6nU5eJ4SoYCSRF+Xenj176Nm/P5N//ZVTH35I6h9/wDXXBBOnSHfJJXjmzeOgy8XFF1/M488+y4kTJ7SOSmTgcDj4aPp0HG+/DW+9Bd99p3VI5VdMDKxfD8Clv/6KpWVLdO+9l/fPNGuGe9EiRo4dyz///FMKQQohROmRRF6Ua6qqMu6VV4h/8klSV6yAbt3KRgKfkU6H63//Qzd5MitbtWLQrbeyPi2ZCUlOTsabV92wKFHVq1fnw+nTiX7pJay33w7LlhXtQGXtf7O06XTQti36KVM4euoUc2bMwPj887B1a94/17kzzpkzGfbIIxw7dqx0YhURS1GUclXmJyo2SeSzkK415cuPP/7IfqcT9eGHtQ6leNq1I/D00/hffJGkTz/lwTFj+Oizz1BVlU8++YROnTox5M47OX36tNaRVlhNmzbl95UrmfH665jvvBMOHiz8QaQsIm9pq7v6n3ySYy1b8uHnn/Pso49i7dYN3RtvQF7J2Q03kPzkk9x0zz18/MknnDlzpvTiLkXyHpY/mRQsyhNJ5DOQ2sLy571583C+8gro9enbquzYSLsV86m8M7LaOxbYVVfhWruWmcuX8+jTT7Nt+3YADnTvzpA77mD//v0A5apDTFmhKAodOnTg/ttvxzJ4MBR2krIkYXkLre6qKLg//JA1hw7x3LPPgtNJ3dmzsfbqlWfdfODxxzk3dy4zTpygz4ABfFwOO9rI+1j+oqOjSUpK0joMIcJCEvkMfD4fBoNB6zBEGMWfOwcXXJD+fZ2Nq1mkLuP3LudY4PuBmpt+1zC6YmjQAOcff/BntWps3bOHmvXr42/cmLPPP88tw4axadMm2rRpE1HtKyuSe++6i+tatsTSvj1s3lzwH5QkLG9pI/IA2Gy4vvkGAKfTyYF//sH5yy/oXnst72N06YLr00/xbNvG9I8/5ssvv+RkOBf20pjFYsEZ+h2JHDkcDknkRbkhiXwGXq8Xo9GodRgiTA4dOkTiqVMQF5e+rdPZnXS4oFLw62aV6HRmp1bhFZ/Vivujjzj2+OOca9wYhg9HHTaMlE8/5b7HHwdg6NCh3DtqFEuWLJFLyaVIURTGjR7NxAcfxNKjB8oHH8COHcHFjM6d0zq8sitjIg9Qrx44nRjvuy99UyC/1pQhdevinjePF198kXseeoiDRSmFikDSgjJ/siiUKE8kkc9AEvny4+jRo9w+fDj+adOgUqX07Qf9VrzeYMmJx+PjoN+qVYjhoSgERozAtWJFMMkBuPpqXL/9BqtWwZkzrL3jDl7+808G3nJLetmNduFWrNKRa665hrnvv8+Fs2dTbcAAKnXvjqlBAyy33lq4kXoRFCqtychiwTtrFnz7LfobbwwurFVQPXqAz8fRAQPo27cvA2+7jcWLF+NyucIbdymSRD5/BoMBn8+ndRhChIUk8hl4PB5J5PNRFhIxVVW584EHiB89msADD2S6bW2PW7h+pYEXViUzeKWRDT1v1ijKEtasGXTpApUrw9ChOL/7jpPPPMPNd9/NmjVrtI6uxCQnJ7Hx76/YsnUhZ86c0jocAC644AIWfPghK5YsYfX33/PrsmXcX7Mmjquuwta7N/z6q9Yhlh1ZR+Qz6tsX/xdfFP6Yej3eKVMA2LdlC+PHj+ejjz4qRpDakkS+YMrCe5kQBSGJfAYyIp+/sjCRSlEUXB4PgWuvzX6j0cjP/UYwpdeTrOw/AirQnAh1+HBSlyzhseefT+94U+oxlPB97t79B0NurMagIdU4cmRdid5XUTkcDu69+25+/f57xnTpQuztt2MYOxZCk5PLwHNMMyZTya1+m5KC4eKLAahdu3bJ3EcpsNvtksgLUYFUnCymALxeL2azWeswIpaqqmViFOPUqVNYjEbYtSvTRFcBdO6Me+1aZvbrh9vjYcSwYVpHFFZWaxwHDxzDZjOg6Bxah5Mnk8nEoEGD6NKlCw899RR7//4b1yOPgM8HMqCQu5J6DbLZ8G3ahHHMGF6fNYs//v4bk9GI1Wjkml69qFWrFj179mT27Nl06tSpZGIIA6PRKGUjBRDqJa/TyXimKNvkPzgDj8eDqTD1lRWMz+dDn6GNY6RRVZXFS5bQ74YbOH3zzXDVVVqHFJnq18f57bd88Omn5WaCX0izZu3ZtbMx6/6sSauWXbQOp0CqVKnCZ++9R7/KlTHddx9s2aJ1SJGtJK9Y6HR4p07lzAcf8F2vXizu1Il5TZsy/KmneOf99wG47777+O2330ouhjAoC1dOtWa1WqW7jygXZEQ+AymtyVukjl44nU6sVisTp03ju82bcf78M7Rpo3VYka1+fbxjxjDu5Zf5dObMMnGlpaAaN2qudQiFZjQaeX7MGKrGxPBhnz6458yB667TOqyKq3fvTN+6HnyQH0aPTv/+wQcfZGt+q8mKiBYVFUVSUhJ2u13rUIQolsjLyjQkiXze/H5/xI3IBwIBOnbsyEMjR/LNd9/h/OUXSeILKDByJLsSEli2bJnWoYg0V191FW+89BIxDz6I4fnn816ptKLS4qSzUiXcc+agfPoplsqVGTVqVOnHIMJKesmL8kIS+Qyka03eIm1E3u/3M2/ePABW9+mD5+efg11aRMEYjTjfe49X3nqLgCSMEcFoNNKkSROWzJtHk+++wzJwICQmah2WSKMOHYprxQpmLl7MS1On4vV6tQ4pR+XpCltJcTgc0ktelAuRk5VFAFVVI27EOZJEwoi8qqr8999/LFy4kH433cTbq1fDpk3w1FPQtq2msZVJV1yBOzaWTZs2aR2JIJjIe71e4uLimPf++1xlt2Pp0AH+/Vfr0ERImza43niDLz77jG49e2odTY50Op1MeM2HyWSK2BMxIQpDEnlRYFqOyP/000/cP3o0nXr25MYRI5jyzz8cnjwZ55o1UkpTTK7bbmPxDz9oHYYguFBNKLkwGo289OyzPHnLLViuuAK+/Vbj6CKE0VhyLSgLSLdwIQCJ587x/IQJmsaSE+klL0TFIZNdM5DLkXkr7RH5JV9/zcvTphFVpQqJKSm4p02DWbOgfv1Si6EiCNxyCz+9+irPP/20lJZpzGQy4cmSpN44ZAgXNGnCQ/feS8ojj+AfO1abOvFIEVrdVcMOY4HhwzEtWsTDI0bQvXt3zeLITSiRj46O1joUUc4ZFZWaVrn6oyVJ5DOQll15C+eI/JYtW1i3fj3rdu4kxm7n8jZtaNeuHUeOHGH8tGmYTCZOeb24fvkFp9EI0dFQr15Y7ltk0aABqYmJ/Prrr/TO0q1DlK5QaU1Wbdq0YfG8edz/+OMc+usv3J9+ClFRGkQYAUKru8bGahdD587oa9akbdu2NGjQQLs4cmG320mUuRUFUlbWRxEiN5LIiwILBALFHpFPTU1l//793PPoo/hvuw3f0KEQH8+qVatQZ87Ee+4c/s8/h7i4YMlMRU1WSpvPx9Zt2ySR11huiTxAtWrV+OLDD3lu0iR+ufRSnN98A40bl3KEESCUyGtJp8O5dy9PPfMMywtZlhYIBJg+axYfffghKAo6gwFPUhJtL7mE16dNIy4urtjh2Ww2jh8/XuzjlHdmsxmXy4XVatU6FCGKTBJ5UWB+v79YI/KLv/6a8c89hzU6Gs/Uqaj33Zd+m/Ohh4ILvbhcwTdqUaqiLr6YzldcUeL3o9PpImLSdKQyGAz4/f5cbzeZTEyeMIHPv/iCNzp1wjNmDIEHHqhYzxmbDU6c0DoKuOIKjq1Zw9atW4mOjqZ+PiV/gUCAv//+m3c/+ogtbje+f/+FSpXQjxsHb7/Npg0b+OGHH+jUqRNVq1YlJiamyKHJYkcFE2pBKYm8KMskkRcFFggEMBgK9y+zb98+Tpw4weHDh5kyaxb8/TfO//6Da6/NvrOiVKyEJIIkb9nCsGHDSnyRG71eH5YrOxWZoijcevPNtG/bltdnzWLjq6/iHjMmeGJssWgdXsmLhBF5gHnzMDzwALfeeis6vZ7Nf/+dftP+/ft56OGHuW7gQBo1asTqdev4acUK1GrVSL35ZizX9qbS4b2c+3kf/rffBsBgs/H2p58yY8kS1DNnGDtqFAMGDChS2YeUihRMKJGvVq2a1qEIUWSSyGcgL3558/v9mAowwcztdnP8+HFmz57N8t9/x9iqFQFFwf3dd3DxxcEPEVFst9zCuJYtS/x+QiPyMqm2+C688EJmvf46O3bs4LX33mPLlCm4x45FvfdeMJuDXW4qVYJSuNJSqkKTXbVWrx6+yy6D778HVWXVqlV07doVCJZsHDp4kHfeeQcA3csvE3jhBWolH+fRY6u5J+4XKsdYWOo9x0cL3mLVgBH4TCbSpwxu2sSkO+9k8fLlTH7uOWrUqIGqqni93gK9BouCcTgcHDlyROswhCgWSeRFgeU1kjp16lR69erF67Nns2PTJrxpb7Tmxo1JWrkSImghKZGd32bj119/5ZprrinRJDs0Ii/C56KLLmLO22+zbds2Xp05k+2TJ0OfPrBkCej1uFasgFattA4zfHS6yFnxtm9fjK+/jjc+nocffhiAS3v1wh8fD4DeZsP/5ZcE+val0j9/84HyG916n1+07sZO1bnO4+P6H+ewov8D54/bti3Ov/5i8yuvMOCmm7hl0CA+nDMHoMBXzaR5Q/4sFku2LlFClDWSyIsCy61GPiEhgc8++4zPPvsM44gReH/4AY4exfT00/hbtKjYrfLKCO/33/PTsWM899xzVKpUqcTuR1VVzp07h9VqLdNXwLxeL0eOHKJq1erY7XatwwGgZcuWfDxjBtu2bWPnzp00ePVVTp8+zfhrr8X1559Qp47WIYZPpPzvtGuH99gx2LEDVq1C+e471t5+O9Zvv8VUsyae//0v2HELuGr/b3Trlf25ZTIZeKjaSVaePoUaV/X8DUYjvvHj8Q0axGfvvgvvv4/llVd4ccoUulx2GXq9HoPBkP5ht9tp2rRpaT1yIUSEkEQ+jd/vL9OJRWnIaUT+2LFjDLjhhvTvvW+9FezvfOGFeJYsKeUIRVEZr76a0bVqlWgSf+jQbo4cW0Zs5cqsXWekbZubMJvNJXZ/JSEhIYHExHhOnVlBp8sd7PonhdOnO1G//oVah5auZcuWtMxQJnXk+HFm9+yJc/JkGDAAysP8hEgabbZYoF07aNcOddQoAJx33pltt0uM54Cq2bYDXNW2KvV/X8N/Pa7LfmOrVnhnzgTANXgw3zzxBN9/+y14vSg+H3i9qF4vvkOHGHT11YwZNQqdToeiKNJaUYgKQBL5NF6vV+p285HTiPzb77+Pb8QImDxZo6hEOLgvvZT1y5ZxcwneR2Ly33TtXotq1Rxc2dXOogW/0a5trxK8x/D6e/Ny6tY/hc3ho1LASa3adalVO5alX28BIieRz2rYXXdRt1YtZr74IkenTcP5xx9ah1QhudXcywt9vgCeNX/CgXPBgZDcPipVwjV7dnB126zOnmXJgAEcefppXn/pJWmtKEQFIYl8Gknk85d1RN7tdvPD0qX4ZbJQ2dehA1tee63E70av0+H3h0YJI6TOuQBSU1OpUesEHToGy1P+3nSI06eTiYuLIhCI7BFPRVG46qqr6NixI70GDtQ6nPAog6PMv/mrM4qcV8D833e7SXrzf/Tp1g2P14vb68Xr9eJJ++z1evF5vSScPcu5Q4cAsDVpgr96ddxPPBG8IlC/Ps6ff2bt0KEMvf9+xo4cSWpqqiTy+TCZTLjd7jJ3dVCIEEnk00gin7+sI/Imkwk1EAh2kRBlW6tWnD58mJSUlBKr+bZZW7L2/36kcdMoflkRT6sWQ0rkfkqDx+Nnw7pjuN1Wqsb10DqcAtHpdKh59KgXJWtlm2uZsWoOD3XNXF6z92gyM81t8MYspW3z5tx+c97XxeLj47nyyiv5bMoUrr/+elizBgDzvffinjgR9xdfsOepp3h83DgmP/88VapUKbHHVB5ERUWRlJQkibwosySRTyOJfP5C3Ubi4+MZMXo0p06dIuDxBBdnyWcxFBHhjEZ8TieXXXZZifWSb9igOX6fkdPHU7ikXcsy1UveZrPx7+6a/PnHYRQFjhyqRfNmXTGbzWWmBtlut2Oz20n46y9o317rcIpHVYMfZeR3D+CpUZtnA3fz+8/f0lN/nCidj83eGL6p0pb9h/6F/fspSOV/bGxs+nP0l19+Yf/+/dSrV4+pb7zBqt69cW/bhvfVVzldtSqPjB7NhzNn0qJFi5J9cGVYqJd8OFbUFUILksinkUQ+d8ePH+eRZ55h3z//oPr9VKpWjXNDhuBTVXj9dTh9WhL5cuKmm24q0eNbrVYsFkuZSuJD2rTuRUpKCqqq0rZNVIndj6IoJbL6rcFg4N7bb+fdSZNwLloU1mOXOosF3O4ytwCWu1Zdvq71AF/D+RORM2fg0j4AmHW6Qk1QjYuLIy4uDlVVOXTiBJ6HHkq/TR01ilS/n7sefJA3Jk2ic+fOJfCIyj6Hw8HJkye1DkOIIisXifyoceNwnjnDmjVraHfllYx55BGaN2+e6/6husGML5Zerzdi2shFElVVeWL8eHb37Il/zBioXJnTe/YQGD4cDh2CSy+F1q21DlOEgem++6hawvW0er2+TPdtLo3XCKPRyMZNP6PXe7mgaVeiohxhO/aNQ4Yw89pr4Z9/oFmzsB231IVWdy1jiXwmofefypXRzZ+P7qmnePHFF1m7ZQsvP/dcvqUebreb3bt3s3PnTv746y/+83qDq/uGmExw+eW4unRh9KBBfPfVV1JmkwOr1YozElYKFqKIykUi/3PPnvDYYwBsPHaM+0eN4pv584mNjc1x/0svvZRBgwYxceLE9G0yIp8zVVXZt2cP/hdfDC7E0r07ge7dgzfWrRv8EOWC57bbWHTffdx/770ldh+hlV1F7g4e3MXgGw3UrVuJhV/+TLu2g8J2bJvNxu033cQnU6bg/uijsB231IUS+RJsl1pqFIXATTcR6NcPdu5k1ZQpXH/nnfS8/HJqVqtGtWrVqF69Ok6nk3/++Ye//vmHHbt2cfLAAcxNmuBv2xZXnz4weHD21qKqCp0747njDkaPG8cD99xDx44dtXmcEUrL0rhAIEBSUhJJSUkkJiaSnJyMqqocrZpzm1IhclIuEnkefRQeeCA4ArFnD4kDBvDY2LF88u672XYdNHgwAIsXL2bb9u2kKApXduzINT17UqtWrdKOPOK5XC6sNhvJLpdMai3vOnfmbFISu3fvLrGFZXQ6nazsmg+TyYjT6QUoUM10Yd1x66180q8fvPhi2V0kKpTIlyd2O1xyCe4vv+TAwoV8uGMH5sOHMW7cCIcPg8WCp107PP36wXPPQcuW+PKboJmWpHpffJGNkyfzwMiRfDV3Lg0bNiyFByQAUlJSSEpKIiEhgaSkJAKBQKYe/1FRUTgcDurUqYPD4UBRFDZJIi8KoXwk8hDsq5s2icv/zTdsBH5euZJePYIdJebMmYPNZmPP7t3pP7L7339hxQqWjB8PHg/r16/n9OnTPPPMM2WyhrckTJw2jcSuXaFvX/j1V63DESVJp8M3bBhPTpjAO5MnU7cErrbo9fpyOyLv9Xo5fvw4VatWxVKMko9mzdqxZtUWtm5y07xZnzBGGBQTE8PggQP5atq04AJuZZHNBseOaR1FyVAUuPxyTD/+iG/RItyrV8OWLcGrD40awQUXFP6YNhuBiRNRK1dmyB130LVLFx646y5ZCTYMUlNT00fTk5KS8Hq96bcpioLNZsPhcFC9enWaNGkiuYUIu/KTyEOwly5AixYoycn8u3t3eiKfmJjIm2++eX7f+HhYtw66dMHdrx9fPPMMEJwQ9vTTT1f4J9sff/zBkSNHWLFhA+4tW4IbI2k1RVEifC+8wP7KlRkydChzP/iAJk2ahPX45XVE/vSZUxw89DUdL63C9m1JOOxdqVWraBPATSYTjRu3LZETqZBhQ4eyaMiQ4MhuWezWYbWCy6V1FOG3eTNs2gRLl+IJTUhu2ZIO3btzcN8+Thw4AB5PzgtC5STLa7Z35Ei4805WzJzJ6gceoFWzZjx01120b9++zHRfKgkGgyHH8tpAIJCeoCcnJ5OYmIia5Xdqs9mIioqiUqVK1K9fX0p0RakrX4l8SL9+GN9/n47t23P8+HEA7r33XgLAxx9+GNwnVD8fHw9PPonpo48Yf8cdDCwvC6YUQlJSErcPH07PLl3o1rkz8fHxPPrEE5gbN8Y1bx44wjfZTkQ4RSEwciSulBTe/+wzprzwQlgPX15H5I8cWc8NNwVXd63fII4lCzcXOZE3Go24SjhJrV69Oj179uTHt9/Gn2GuUJlhtUJqqtZRhMfixcHHkpqK9ZlnuKJzZ44cPcpOCI6+//svs157jZSUFK688spgCemhQ+fLovx+OHoU9u8HsznYgCDEYACvNzi/KTUVUlIgJYXA0KG4H3+cDZ98woMvvkgth4OH77qL7t27V6hBLK/Xm56kb9iwIdtjz1j6UqNGDZo2bZptdXMhtFb+EvnDh4MvWPPn8+C4cemb/cnJ9O3bN/O+a9dCTAwAnpEjmTxhAt27dyc6OjrXw589e5b5X31Fvbp16XfNNSXyEErba9Onc/iii/gsMZHPX3sNJSoKw1NPkRrmJE6UHYH77uPnJk34rVevYPIQJuV1RN4fIFPbwEAxLl4ZjcZMl+dzs27DVwQCfi7rWLSWoQ/cdRcr7roL/1NPQVTJtdMsETodlJf/oxEjIK394XMvv0y/fv1QVZWNGzfyzscfU71lSyDYP/7NN99k5MiRmLt1w9iwIYH9+3EfPow1NpbqdepweM8ejI0bo6amEkhJwZeYiN/lIuDxYLRaMZjNOM+dS79rZdIknP/+y94lSxj3yitEvfMOI++9l/79+2vyqwi31NRUkpOT00fTQ8+r0Ki6wWDA4XAQGxuLyWTiwgsvrNBXJkTZVP4S+dq1AfD891/m7SdOsPTVV89/v3dvsN4wpFkzPAMG8NyLL3JNz55YLBZMJhMWiwWz2YzP5+OLr79m+fLlqH37ovvf/7ikbVtq1KhR8o+pBO3cuZNvf/4Zz86dULmy1uGISFG1Kr4332TU6NF8+dFHNMr4XCmG8joi36TRFXw5/xsaNTJw+JCPWjV6FflYRqMRn8+X734WcyyBQNF/lw0aNKBjhw6smTWLwBNPFPk4mikvCdeJE7BnD8Z33mHCtGlMfustFL2eYbfeytuTJhGTNtgE0LNnTzZv3szvv//O6dOn8XXqRLVq1TCZTAQCAQ4fPszp06fT37dSUlJwOp2cTEpi665dHNm9G1ujRtCmDalWK2rv3sFON9dfT+rgwaSuWsXEe+4hKTWVW0t4TYnicjqd6Ul66HHC+RNqVVWxWq1ERUURHR1N7dq1c23pmZyczIEDBySJF2VS+Uvkc1O9Or5p0+CFF4KXH3O4fOiZPJk1Tz3F2j/+QHG5wOlEcblQXS5Uvx/X4MH4p0+HatUwjB/PhKlTee/11zV4MOGzdetWlH79JIkX2QTuvhv/zp18uWQJYx5/PCzHLK8j8tHRMbRvezupqam0amkrVkJgMpkK1Gv/4lZFP1kIeeSee1j/2GO4Hn44+LootNGkSXDi8aRJePbuBZ+Pd6dM4e0+fdDpdFSqWZNq1atTIy6OY6dOse+ff/AFApguvDDYS1+nC34oyvmvdToCHg++2Fg8V14ZbNF88cX4ciuVVBTo1g3Xzz/zeufOVImNpV27dsEVgUu5Y5nL5cqUpKekpKSFGHxeqaqKxWIhKiqKqKgoqlevXqwYrVYrqeWlVEtUOBUnkQ/J68lepQruOXNwF+AwvrFj2diyJatWraJr165hC680jXnxRX5cuhQylCAJkZFv+HCWXH45TzzySFgmcZXXEXkIJhkFWTAqNNpuMOT88mswGAo0Ih8OzZs3p3mTJmz69FMYPrxU7jM/1Tet4pZ/59EscJRdSk3mXXgrJ9p20zqs0hEVlb7AnuvLL4OTVRMSOHHoECcOH2br0aNQqxZcfDHUqoUnvxPGlBTYvh0K0zu+USPc33/Ps7174zp9mptvvplx48alt00s7qi10+lMT86Tk5NJTU1NL3UJjaSbzeb0JL1q1arYbMU7Oc6PXq/PNolViLKi4iXy4bJ+Pf6zZzl55ozWkRTJqVOn+On77/Ht2wdlvDxIlKCmTaF5c3799Ve6detW7GRel7YEfUW2dt3HKIrC5Z2G5Xh7KJkJN1VV+XvDIizGY6Q4Y2nT4WYMBgOP3H03D02ahPOee3K8UlmadKdOMG3fq1zfNnSyd5h2217jztrNCFSrgK9TihJszBAbC61aFf7nbTY4fbrwP9emDa6vvoJu3Zg/fz7z588H4PXXX6d37945/ojX602vSU9JSSE1NTXHK0sWiwW73Y7dbqdKlSrY7XYpaRGiGCSRL6oGDVAUhUsvuUTrSAolISGB2R9/zBcLF6I+8ogk8SJfKY89xuNDhgDBUixReF6vl7//XkRMJSepqclUjStCUlZMW/9eRq+OW4h2GPB4TrN01ULaXXoTl1xyCbUdDvYsXAg33ljqcWXUat0SBrf0AecTu0EtfLy6bgmb+43IvHMFPyEsEEUJrgECsGIFXHYZ7NoFO3ag7NyJarEEu9/Urh38uOCCYKcbgK5dgyP6Ga4yNW7cmO3bt6ePomec4K3X64mKisJmsxEXF0dUVBRGo1GSdCFKmCTyRVW7Nlx0EatXr+b222/XOpoC2bZtG/fcfz+uQAD1lVcw//QTLFgAN9ygdWgikl1/Pcrll9OmHNa2l5atW39k0PVmDAYbgUAllixKKfUYlMBpoh3Bl3yTSY/FFB/crig8es89jHn5ZVJvuEHTSaR+cm7tF9BVnJaIYff22/Doo0TdcAPOlBSqNWxIk0aNaF6vHimpqRz4/XeOnTjBmRMnSHE6CfTogf/qq6Fx4+D/wjffwGuv0fjECex2O9WrV8dqtZa7Now6nQ6fz5dryZsQkUr+Y0MK+eZleP55qp08yQ1lKAlu1KgRY598kl379rFj4UI2/vorFrcbVxl6DEIb6vLl7GzalK1bt9KqKJf4KxCXy8WOnb8R7ahGkybBemeTyYfBEExGdTodZkv+7SXDzRJ1Af/u/5cLGpo4esKLXznfiahr167ETp9O6vLlcNVVpR5byLZOg5n383fc1uZ8ScbnW0xs7TEo+85mM7jdMkk3K68XkpPPf/z0EwaLhfbt2tGscWOaNWtGdHQ0Ho+Ho0ePEutwMOq++6hevTqnTp1i6bJlLJ44EXdMDM477kC9/XaYN48j3box/6uvGH733eUuiQeIiooiJSUlU5cgIcoCSeSLSB8fz+mUFDr37EnjFi04vns3OouFe2+/nc8WL2bg1VczYljONbBasdlsXHfddUBw5dbHDhzA9cUX2gYlyga7HddLL/HK9OnMmzVL62gi2tbtSxlyYzR79+5i3z4TjRo1x26/gE2b1tG2bRW2bj2Hxdy61ONqeuGl7NttYOd/uzFZ69KqzRXpt+l0Oh6+6y5emjSJVA0TeSpX4ZkWz7Dh7//RLHCMXboafNViKFTJYfVZqxWczoqRyAcCwZVsk5Nh61b46y+oWxeqV88+CGUwBCfN2u3B/vS1a6Nv1441O3bw5/Hj+D/5BLPdjjslBWvLlvhr12bOvfdy85Ah3DN0KKMefpjHHvx/9s47vKmyjcP3m9UkndCyd9l7iwwBEVkCAqIiG0VZIp+KoogoWxREUVS2MlwIiCh7o+whU/bee7XNPt8fp4VSWkjapEnb976uczU5432fpMnJ7zznGb3Zvn07v/31FytHjkR55RUs69fzY/v2TIlvONWmXTtebN2aMmXK+OEN8T4hISHcvn1bCnlJhkMKeVA743noYbB+9RV89RVcusS+7dthxw4IDeWLVauIGzSIqQMHkjsqiqpVqrB9+3ZKly5NdHR0wLRvzpcvH8Jmu9sQSyJ5JC1acPSdd/xthU+5evUqhw8fpnjx4kRGRqZqDIPBhUajIUcOEwf23gGgSJEynD1rZt7co+TMUZaiRR+sy3/16mUcDju5cuVN02t4GNHFqwJVk93WtGlTxnzzDbEbN0LNmj6z4VFcLVuDSWVrPHpHs1kV8gldujMaDsfdTqvExKgiPSZG9agnRQjYv5+gMWOwHj9O0XLluHL9OrGxsRhq1SK2Th2UOnWgcGFYvx7jkiWwfDkmrZaiBQvSpnlz/jtyhLNXrmArUIDjhw9zuVUr7kyZoo5//Dg/jhzJTy1b8lyrVrzapQvVq1enevXq3HrrLdp07MilChWI/eMPiIoCi4V5P//MvJ9/ZsGCBV7rM+FPQkNDOX/+vL/NkEg8Rgp5AJsNUiuwc+aEpk3VBYh74w0ALFWqMLxePcKMRm6VKoV25kxMMTGsWbLEW1Z7xIkTJ9i5cydFixalXLlyLFuxgrhz5+D6dciWzS82STIY2bNjuXUrU8aR/rV4MZ98+SUxt28TVLYs1n37iC5ZknbPPEPb557zaKy8ueuyYN5mXE4zFSveS4bPl68w+fIVTvG4U6eXITR2cuXqmspXkTZ0Oh09u3Rh3MiRxC1c6BcbPMJkUrt4BwqKonrNE4vzmBj1YiO5kqs6neo1N5tVD3pUlPrcYEh+/GLFsF27hnnFCo6uXUuLNm14o1cv/v33X7bs2sWWn37i0qlTlKtaladr1KDW5MkULFiQvXv3UrRo0fu6td66dYumbdpgHzgQpU0bqFYN2+TJ8NFH/PbJJ8xt3ZoatWrhUhSyh4UxZMAA3uzXD9e772K1WMhTtCjnjx4F4P0hQxjx4YdERUVx+/ZtChQo4It31+cEBwdz584df5shkXiMx7/GQoiBwAhggqIor8evGwY8DxQAbMAO4ENFUTYkOq44MAUoDvwKvKUoiit+2xqgHtBJUZRZiY7pCnytKIpv+4fbbCmfPFNL6dJY583jxvffY588GRSFOL2eCxcukCtXrnTN5F+xYgUDhw2Dhg1RJkygU8uWzPjzT9i0yTMRL6sPZG20WvQREdy4cYOoqGRCHdwkEKtYnDxxghvPPQfjxmHXaMBi4eD77zNz3jyPhXyOHHnIkaOVxzZki6iCw+FOFwvf0bpVK8Z9+y2cPq2GbgQyJhPcuuW78Z1O9UIhNvaeII+NvSfME3+OFUV9bjSqYjw4GCIjoWBB1U5vlPXMnx+lShWUadN47Mkn6fHyy+TOnZsmTZrQpEmTB3Y/efIkfd59l4OHDpEtMpI8uXOTO1s2cmXLptZpN5m4NWoUTJ2qdpeNn8P29dcwaBDrFi0Csxnd9u0sfvNN5v36K0ajkVu3blG8eHE2bdrEmG+/Zf+OHbRureYwlC1Xjp9/+intr9UP6HS6TNmsTpL58UjICyEeB14FdifZdBDoAxwHTMCbwBIhRHFFUeLPEEwA5gDrgU+AdsCPicawAMOFEHMURUnfXzNfCHmAOnWw16mjPhYCY/PmNO/QAeft29R+8km+Hj3a61Nu2rSJ73/7DavDgRACh9XKf8ePY1m6FKpVg+XLmdqiBfr33vOsSQjIcm8SdDlycO3atTQJ+UCsI18gf36M06dj6dULSpUCoxHjuXO0btQo3WwoXLj0fc8tFgvbti8BxU758g0JD/f9nTOj0UilatXYuG4ddOjg8/nShMmkesDdISHGPEGYJ16SC2UBVXybzfeWHDnUv94S5qkg6JtviDt+nOMuF1NmzaJq2bKUK1eOmJgYjh49yrETJ2jfrh1TZs7kj0WLsPfvj6tvXy5dvMhBnQ4uXUJ78SLaW7ewDRsGTz+txtknJXduePllABwhIWi//JL169dTpUoVSpQogRCCmjVrMrdmTfbs2cPnn3/Otm3b2Ld3LwMHDmTkyJHp/M5IJFkXt4W8ECIcmA28AgxOvC2xFz1+37fi96sELI1fnQ3YDuwFTgARSab4BWiCekHwubt2eQVfCfkkxC1YoD74/Xe2dO3K0NGj6d+3L2azmX379vHhiBEMfvddKlWq9NBxrly5wp49e7hz5w5xcXE8+eST5MiRg8WLFzN4/HgsgwerIT8ul7rUq6fetgV4+mlct25hTc3rDUBPqiR90eTIwfXr1/1thtdp3rw5/+7axfwvvsD+3XcAWHr0YEb37nTs0MEvoURr13/Dqz3Ks+Gf4/y1eAT581emZPEnfRpDD/BEpUpsX7cOWyAK+YTwlbg4Nab80CE12TVhXdIQloRzVoK3PEGUh4dDnjzq4wDJW3IH6y+/IHr14nLHjvy+bx/LNm2C779HExaGs0wZ4mbP5ofp0zH06oXtwAH14uP6dTh5EuJ/V5zxi9s88wzOn37iy0WL0A0Zgu3kSYqULUuN8uWpWqECFStWZPr06fz2228MGTKEhQsXMmDAAJk0KpGkE578Ok0CflMUZZUQYnBKOwkhDMBrwC3g30SbPgAWASHARqB/kkPvAEOBYUKIaYqi3PDAtrRhs6Vv5YMmTYgbPZoF/fvTv29f7HY77dq1A6D322+jCwpCKApjhg6levXq9x16+PBhuvXpg6NcOZTISFxC8NnXX/NKp07cvnUL6yuvPLrVejpctEgyJ66cObl27Zq/zfA6QghKliqF5quv0EZG4nz5ZTh2jKvnz7NlyxZq1aqVrvYcO7aHEqUdDP14EZGRwRgMOv77byN220XCwnphMpl8NneVKlXQDxnCgz05vYjLpQrv5BaL5cG7f0LcC18JClK94gme8dy573+emQkORpkxQ33cqBEPZAhMngy3b2PLmfPeupAQ9aIntQgBzz2H9bnnsALcvMmhLVs4smED8/76C9tHHxESFkaxRAmv47/5huuxsfy9di06nY4JY8eSK1cu8ub17UWoN0jc5EoiyQi4JeSFEK8CxYBOD9mnOfAzYAbOA08nCqtBUZRlQohcQLbE65MwCfgf8F78kj7YbOrJLr0wGtGePUuzZ57BbDYTmyhh6/alS3DkCCxZwqCRI6lVowZajQatRkOV8uX5aPRoYr/4AqV9+3vjHTvGtP79iZs/H7791jc2B2A4hCT9cWTPzo0bN/xthk94oW1bataowTfTp/NnsWI8/vTTvDR6NDVquFFBxYscO7afg4fWoWhyUv2xQoSFmRACblyPY+Ef/6LV/EX9+m19Nn/JkiWxnz4NV6+qcd5JURTV822xqHXc4+LUvxbLvcWW5DIgQYgnPBbinvg2mdSY8qgo9bHR6P7dv/PnVa+zRCXh/UyMXp9y+NDDuHEDjh2DihXvv0AKD1fv7D79NDEALhfXDx1i68aNBBUtinXaNH79MT5q9swZ+PtvOsc7qgK9M7TJZCIuLg6z2exvUyReRghxAiiUzKZFiqI8I4T4HuiSZNtmRVEe97VtaeWRQl4IURIYCTyhKMrDnDSrUUNpolDj6H8VQtRUFOVuPaf441MS8SiK4hBCfAD8IIT42r2X4AXS2yMPKEWKsPzbb6leoQIr/vkHbdWqaCwW7Pv2qQlSPXpwzmzmt1u31DJl27fz+8cfo6lb934RDxAdTdy8ebB1q9qNzxc4nZnf2yV5JLqLF8leooS/zfAZBQoUYNTgwYz88MN098rZ7Xb+3fUHFy4coVCR7BQokI1nmpdHo9Fw4cItzpy+To4coRw4uC5NQt5ut2O327HZbNhstgceW61W8hUuzPGJE9UylIlFeAI63T3PeFCQKr5DQ+89Tq/zqXQw+IY//8TYoweWc+fU58OGqeGa1atDuXL3hyNpNGpeSalSWLt1g0GDIDoahg5VO6C/+CKcP4/xo4/4999/Hxk66k8SaslLIZ8pqQ4kFjF5UMO9f020bgX3O6x9emPSW7jjka+JKs73Jvph0wJ1hRA9gWBFUayKosQAR+KXTUKIw0B3YJgnBimKMkcI0R8YgpoY+2jWrEk4+J4nR69XQ0iCgtS/SR8nPNdo0i1GPjGubt2IiY5m5Cef4NLpcK5bhzPpyaNbNwDEggUYZ8wg9s4ddHr9/a8zMUnCcLyKFPISQJw4Qb5471pmxh+31vfs/Zs2zwezdWsE69deIyLcfLeDZmRkMP/uPEVYuJm4WBtnz569K74dDsddES6EuBsakJBUnHgdgFarxWAwoNfrMRgMGAwGgoODyZYt293nLRo2ZOLx41gHDkz390HiZ2JioEULilaowGWXi0sXLtD1+HHO79jBrrFjuXL6NMayZbFWr469Rg01YTZxyEyRIjBvHtSvf29dv35YIiJ4dcAAalSsyHtvvEH+/PnT/aU9itDQUG7evEmu5BKAJRkaRVEuJ34uhHgFNQR8TqLVVkVRLqSrYV7AHSH/O7AtybrpwGFUT31KVywaILVumXeBlYB7wbiJTxigCl27Xb3da7Opi9WqnqCuX7/33GZTYzX37VNvIxsM94vkxLeCtVr14iBhMRjuf550nTvJcfXqEVOv3iN3027aRNxutVCQY8EC9XZlepeGk0JeAthOncoQca7+wOVy4XA47nq87Xb73efJrU8stAHOnbvCzz8eIypHEFs2n+TixVtodRpCQ42cPHkNo1HHiVNXKJA3F4qi3BXfCYJcp9N57QKkZfPmfNe2LXzxhRr2EqjIWGb38OR9Cg6GI0c4/OWX2L76CoAVGzcSHBxMVI4c1KxYEY3Lhf3sWVb168edmzcJeeopCAnBHhWFtW1baNny/t8LIaBrVywvvMDfY8fSqkMHnnv2Wbq0a8fy5ct54YUXfJr34S4hISGcOXPG32ZIfIxQT5SvALMURUmcalJHCHEJuAGsBT5QFOWSH0z0iEeqzfik0xuJ1wkhYoBriqLsFUKECSHeBRaixsbnQK08k5/7b1m4jaIoa4UQS4DX8TDBPt7Ae153d/evW/fh3V0dDvXiwG5XLwASHtvtagmzpOscjgfjQpPzpCe9i5BwEZBocbz6KrzyihqLajSq8fy3b9+/n69/0KSQl9y6hctiIVsGaiCWIK4TL06n85HrEupJJ+fZTumxEAK9Xo9er0en0919bDAYMJvNd58nbH9QdFfnxIlD3Lp1jefb1mTtusnExNgICQmieIkcrFx+gOwR4eTMUZwjR/aTK1deSpUq65O7B7ly5aJCpUpsmzMHunb1+vheQ4bWuIen71PRotjGj4fhw0EIzqxdqzrCQkPZu2sX5p07EYcOEXPzJgCa7dspVKAAYVeusL9bN2KDg7Hu2fNgvL7ZjPPDD3G++ipzP/6YuR07Yr18mS3btvFmv34UK1bMSy84dQQFBWFLmt8heSgGjYs85jh/mxElhEjscJ6kKMqkh+z/NFAEtbdRAkuAeahl1AsDw4FVQoiq6V4S3UO8UVPNAZQFXgYigavAVqCuoihJ6817wnvALsD3nxBFebiIh3uC2Vdeg4S7CAkXAQl/ExaXSxX5VqtaSizpPgkkvZvgDgnJZ1pt8otOp57Ez52DEydS3i/p8qj3VKJy+DBs2IBuzx6UcuVwBqpwOnmSyPz5HxCOLpcLl8uFoig4nc67z1Nad/nyZU6dOnVXMDudzgeWBCGdtOZ8YgH9qHUJ6PV6tFotOp3u7t+EdUFBQQ+sS9jPHxQurOYfLF46hXz5w9i08Qh6vZ6wMCPR0ZEcO3qDQ4d3kCfvUc5fsLF1h5mXXvgAvQ9KKHZs1Yr/pkwhJlA/jyA98u5iMKi/F55+TsLC1L/Nm99b16zZvWo5Fgvs38+t3bv5799/Mf77rxrydeECrF0LyTSqAiB3bqzffacWZ5g3j3Vt27JuzRq/J8PKajUZliuKolR79G53eRXYqijKvwkrFEX5OdH2PUKI7cBJ4BlUgR+wpErIK4pSP9HjWKB1WoxIPF6idXu5PzEhc+PpXQRv43KpXvfkFodD/RsUpF4gWK0p75t48UaXvOQS7dKyb8JFS+LHSZeUtiU9PulcigIHD95fASm5fRKzfTuG996jXPnyFMuXj4XTphFnsag1nxXl3uJy3f/YE7zxHq5ciWHaNIqWKsWWLVuSHCLQaDRuLVqtFiEEBoMBk8mERqNBp9Pd3ZZ4yao/qjt2LkGIk+QvkI0PPmzK5ct3WPTnYY4eucoT9aKJjs5FwUKR3LgRy4zvN7JkyWxatOjqdTvq1q0LI0aotdoDNcHZYPBLjlOGI+Eubvbs3h3XaIQqVaBKFRyoNaRRFLh0yb1qQkKoMfbxjP78c+rXrk3lypW5evUqwcHBhCVcTEgkXkAIkRN4FjVyJEUURTknhDgDFE8Xw9JA+nc5kQQmGo26pOSx0WjUk26RIulrl7dJEKmJRXLixd1tSUVmwvNLl6BkyZS3J133+++0adGCt/r1QwhB2bJl+eT774lbvfr+i4iE9z/hcToT8vHH9O3alZdeeinNAvvChQvkzp3bS5ZlPkzmMxQuHEnuPGEcPXqZuDg75mAFo1mLokDBQmpJyIgIM3q94PylKz6xQ6/X06p5c36ZMgXHp5/6ZI40YzSqoY1SyD+chFry3hbyySFE8t1iUyIsTHUWbd3Kj4sXM/+777AfOICi1RKRLRs/TZkik08l3qQrYEUtl54iQogoIB9qyHhAI4W8xD0yS4x8Ys+6LzCb1TJ87lKjBv/988/dRK+bN2/iqFLFdyFcqcRSpQqxsbFcunSJIWPGcObCBa6cP4/DauXpRo148dlnKV++fJb1onuTSxeN6PQX2bv3PG2fr0yOqBDWX75NgQKhHDl6mZIlb5A3XwSxsTauXL1D/oK+e89faNWK3157DcfIke4l8Kc3ZrOaOxQR4W9LApuQELWgQ6Ci1cLjj+N6/HFihgyBa9dAUbhZpgznzp1LVyGv0+mw2+0+CVeT+Jf4JNfuwM+KotxOtD4E+BiYiyrcCwOjgEvA/HQ31EMC8MwsCUgyi5APNKpW5fC+fXeTJU0mE5rr1/1t1QM4atZk5ttvs2ffPrbabFgmTFArJ7lc/DlrFss//JBwrZaXWrbkudatZXv2NJA3bxVWrtxAjlyhFIlWve/NW1Tgrz93Y7E4mT9/GzqtlpgYC1qNQs5cwVy7dpXs2ZNp3pRGoqOjKZgvH4cXLVIrkQQaJpMq5CUPJzRUzW/KKGTPrtprtWK1pm+eYUIt+ezpcfdCkt7URw2V6ZhkvRMoD3QGIlDF/GrghcSCP1CR2YgS95BC3jcIgeXWLW7dugVAqVKl0O/c6WejkqFtW65Nnsz60qWxvvkm1KqlCvlChXB98AFxR45wYdo0Jpw+TZc+fXAkTsBOQnLJqVmFXbuWsXrNOPbu3cmNGw9esNntdvbum0+lKgXQau+dnm/ciMNmc/G/txrQq3cdOnWphkajpXyF/Jw8eY0bN92r1JsaOrVqhXnyZJ+NnyakkHcPk0kNQcpIFC6MbcECXv/gA9547z1OnjyZqmEW/vknPd58E0VR7ibfP4zQ0FDu3LmTqrkkgY2iKKsVRRGKomxJsj5OUZTGiqLkVBTFoChKIUVRuiqKctqb8wshygghegohRgohJgkhvhRCfCCEeEYI4cGt/PuRHnmJe0gh730uXMD42GN079Pnrge7RIkSxB08GHgJfBoNNGmCPaUqFEJAnTrYatXiTOHC7Nixg8ceeyyFoTQ4nU50gRiq4XOM6PR2atU9yaGDezlypALFilW8u3X//q1ky6aQN28EMXdsrFx+EAWFLVtOUrr0vfACo1GPS3FgNus4ffImuXNeIrqIb3KyGjduzIixY+H8eciTxydzpBop5N0jcZJ+RqJePaxHj7Luiy/Y0LkzDRs04H89eridY3Pw4EEGDR6My26n91tvsWffPooVK8b333yT4jEhISGcOnXKW69AksURQuQHXkOt7JhwAk36ZVQApxBiBfAt8KfigbdLeuQl7iGFvPdRFJSYGDom6pRqNpuJypcP9u/3o2HxLF+OoX17tcScu+zZg9HppHLlyinuotVq75aXzGq4XHF06lKJyMhgatbKjc1x8L7tsXEWYmLt6HQ6IrKZCI8wkj9/BC2fLc/hw5fZs/sciqIw55cdOJ0Ky5ce4PU3alGj5ilWrfopxXljYmI4fvzoQ++UpITZbOaphg3R/PCDx8f6HCnkMz8hITgHDcJ6+DBLixal+QsvMPzTT7nqRsx/VFQUL8afX/9esYI7RiP/PeLcGhISQmxGu3shCTiEENmFEOOBo8Ag1OapPwJvAu2ARqjVc14GPgM2oob+/A7sE0I0dXcuKeQl7iGFvPfJnRtNvnxs3779vtVlSpcGf4fX2GyYevem6L59mF580f3jjEZ08U2PUiLBI58VURQtTue9ixiH/Z5j5vDhHRQsfIrixaLYtu0Ed27b2L//IqVK56ZkyVxcvXyHXbvOsmb1Ea5fj+XWzVgaPl2c7dtOkyNHMHbHxWTn3LRpDpcvf0OuXH+ydOlg9u/f5LHdL7VqhXHq1MBrwKTT3d9HQ5Iygfa/85Ts2XF88gnW/fuZHxZGk9at+WXu3LubrVYrR44cwW63310XGxvLrgMHAPjpp58olSMHsVevPvQiICuH/km8yhHU7rFTgMcVRYlWFKWToijjFUX5VVGUFYqiLFQU5XtFUd5TFKUekBvoBcQCfwoh3nBnoqx4b/tBMuItx/RGCnmvo5k4kVxCULNmzfvWVy1Zkn927MDWrVu62aL9/nuUkydx1aoFNWqgmTaNUrlzM2rQIFq/8ooHA2mxPsJDmpU98uXL1+PXn38lbz4LN29oiYp68u42i/UsjZrlA+DwIQu7d5+hYsUc/DR7G9eu3WbY8Eb8t/8SEdmz0eCp0vzy0yaebFCCq1djGDxoCdUfq8i27X9QtUqLu9WD9u/fQv36NzAGRbJ50yk6vFSEOb/Np2DBsoSEuB+SWbhwYWKPHIF58+C557z7pqQVef52j8zyPuXOje3rr6FfP8bUrcuxI0fImy8fxaOj6dGjBxq9HpfdTnSZMpy7cAHbBx9gcjqZ/9dfjBkyhLYvvsjx48eJjPR+crhEkohZwAhFUZL3sCSDoii3gEnAJCFEK8DoznFSyDudsgOpO0gh73V0Bw5QqVy5B7zXpUqVwjBlCj5rFH75MrrRozGcO4e1XDmcb7yBfu1aiu/cyZ6PPwZAHxXF4MmTuXPnDhp3K9Bs3oypRw+aNGr00N2yskder9dTs0YHnE4nhfLf/30KDy/Jnws34nQoVK3yElGRZ7kds532HaNZs/o/9HotRaKz89+BG+TOE05srIM/F+7lzJkbNGxUksZNojl96jpHDh6jcOGiADgcp8iZM5iDBy5TtmwOwsKCiI4O5uDBrVSt2sBtuxNCDUyff05coAl56T11n+R6YGRUihfH8tdf/LRgAcalS3ls1y5yFSjAxYgI2LOHY/EhNIbDh4l7/XV+/+gjGtSpw48zZ/q8j8WFCxcwGo1EyLKoWRZFUdzypj/k+N/d3Vcq2NS0rc6KSCHvdWwffsjiVavYnyRms0CBAtiPH/fNpC4Xxg4daHjwIAPLlqXuhg0YixVDWbKEV195hS+/+orIvHlp06IFxYoV4/bt2+4LeacT14ULuJzOh8aYajSaLOuRT0CbzHepYIESlC3VhQrlupI7d36EEISGlGTjhuPcuGHlhx+28/PPu7l+PZYli/fxVMPSXLxwkyJFsnP9WiwWi53t264QFZXz7pgOh3puK1Eyir37rrBm7Sl0Oh3Bwdk8sjdv3rzs3LkT06lTsGFD2l68xD8EB0NMjL+t8C5VqqAMGULcmjVsFIKLp0+jcTgoWqECa9eu5bfffuO5W7fg5ZexnT5NWFgY0dHRmM3mhw6blvAaq9XKyz16sGmT5yFsEklqkEI+0KqDBCpSyHufyEisPXqwZNmy+1YfPXoUfalSPplS89135Dh5klHDhvHss88y/pNPmDVhAhM/+YQnn3ySGtWr88Xo0bzx2mvs2rWLsd99hz062r3Ba9XCun8/f2m11GnQgPY9ezJ5yhR27959X5KlVqvNsh55TylerCIOezDPv1CVOk8UJzbWzv59Z7h54w5//bmLnLnCadCgKODiqy/Xcud2iftCZgoWrMnatdcRQtCocXHq1S/CufPZKVmykse26HQ6enXtimnEiMDygmcWD7OvSejumhkxGrH9+SeialVcXbtysmlTnu/SBUVRuGOxoMmdm/rNmlG+fHm3hjObzcSk8qLnq0mTOH/2LHXq1EnV8RKJp8jQGink3UMKed+QLRuxSeoj/7tnD3FJ4ua9RokSXL14kfPnz1OgQAEAgoKC+GfDBk6cOMHHH3+MJjiYSpUrc2T/fm6XLIkyZYr742fPjnXmTLhxgz3r1nFg5UqmjhyJ4/RpylWtymvt2pE7d+4s75F3l+zZo7DbGzL/t92g5CU4+BjZI/W0aVOR48ev4nTC7Fk7CQoy8u57TfjzjzP3HR8VlROHowV//LERg8FKXFwoFSu2SnUH3tatWjFi+HAM5ctj+/ffwOz2Kkme0FC4fRt8HFbiNzQalG3bAHAAVwoWpNMbb6Axm3GNG8eGHj24fv062bI9+m5UQi35kJAQbty4wf79+6lZs2aK3xubzcbx48dxOBzMmDqVx596ipCQEG++OkkmIL4U5ZtAJSA/kFw4iKIoSlFPxpUeeSnk3UMK+dRx/jzMmgWffw6XL8OMGRDf/AkAgwFrkqobW/bvx1mjhk/McTVsiGXkSNp3707Pt9/mhVdf5cOPP2b8778z7NNP1X3eeYf9p0/T/3//o2hMDLoRIzyfKCICWrbE/uWXxOzdi/XIEba//DL9Bg7k0KFD0iPvAbly5aVSxSZUqvQkBkMOLl64g9Pp4tTJ6+TIGcbZs3py5lK7UCZXwCV37oJUqvQiZcp0pmrV1pjNwam2JSgoiNWrV1M6LAzd4MGpHserBNLdgUAmM3vkk8HVuzeWc+fUJO127dC0bMmcRFVuHkZCd1eAlStX0qNHDz75/PMU99+9ezdt27alXbt2KC4XbRs39sprkGQehBD1gUOoQv4JwIxaTz7p4rEul+4UKeTdQwp5zzlyBGP9+lQtVw6TXs/qDz4ge44c3B40CMuyZVCyJKY5c6jw5L3KJYqicHD3bkihmZI3cPXuza3ISDaeO4erdGnEli0ozZtD2bJ3vwuWMmUY1aMHoSEhOHLkSPukOXJAx45Ysmfno06d+GHiRJ8nnGV0hBC4XC40iZLxy5d9ng0b5vPDD//y5JPR/L3uKsWKR1CgUDDfT91MkcL3lwo9fnwvt28fJCysNIULl/GKXVFRUXwxciQtX3yR2w0aQMOGXhk31RgM8jzuDiEhqkc+i2IZOJBJDRqgDwqia8eOD70rFRoaereT7DPPPMOvCxbw4/ff8+eSJbgcDpo0bMjSVasIi4qiQP78RMR/9kT16hgOHuSJJ55Il9ckyVB8CmiBzsCPiqJ47ba0FPI2m5oEJHk4Ush7xvvvY5g2jXd69eKFtm0BuPL224SHh/P9Dz8wedAg4jp0INuFC7Ru1eruYWfOnEExGiFvXp+a50pUG15Jrlvr888TV7kycZs3Q7Nm3pu4WTOU8uXZsWMHpXyUB5BZ0Ov1OBwODIkEarZskTzzTHeuXLnEzm1H+Xf3AqKiDJw7I0DoiIiIuruvw+HAallO82aRLF68DEUpneqQmqRERUUxdvhw3ujcGcvOnZAr16MP8hVGo9oUSgr5h6PTQVYOaStdGuumTXz7zDMcPn6cvLlyMfOnnwgymzGHhND6mWfo0aULcO+7B2A0Gpnw+ec0bNaMWxs3wt69/PHbb9hWr+Z2XBxnjx2DY8fQ582LPV8+om7cuO/iWyKJpzzwk6Ios7w9sPy0SU+Oe2SmsmXpwSef8OYrr9wV8aCKH71eT4f27XEtX462a1c+evttdInijPfu3Yu2enV/WPwgxYpBhw7gRkypJ8TVqsXaDRvua9yS3ixZsYLnXn6Zx554gmYvvcSsX37xmy0podfrU3yPoqJycvzkDqpUjSQ4RMuBAxdwOu+wY+dErl5VyxYLIXDFR534IvikZs2atGveHGPHjv4ViLK7q8RdChUibuNGlsfEMGPjRmI3buT6mjWc/e47Jk+enGK1rWzZsqE4HASNHInYsAFb9eoQHQ1Vq8Lzz8OAAdgnToQBA7hSqRKdevbk5s2b6fziJAHOdeCaLwaWQl4KeYm3OXIErdnMM02T77BsNpsZ+uGH9O/Th1q1at23bcfevcT6KD4+YGjblh2xsTzRuDGff/UVly9fTtfpnU4nwz/7jENvvkncvn2cnjCBL779ltOnT6erHY/iYUL+8OF9PNM8jNZtKtH91VpEF41Cp9dz8dIFTp/ZAqjVgUJCmrLwrzDCI57xmjc+Mf1696bw9etoR470+thuYzZLIS9xn9BQLH/+SdzWrVC8uCrI69ZFW6cOixcvvrtb4vKTWq2Wb7/+mndy5aL3rVsUnjABZs9+cOygIKw//8yR2rV5oVs3zp8/nx6vSJIx+BOo54uBZWiNFPKS1BIbC1evYmjeHFsLtZum/p9/0OzaRe8+fR5aHaFZcuEsQNFChTAuW0bc++9n3jsg+fNjmT4dtFpmffYZ6996i/kzZ6bb9OvWrcOeLx+89JK6Im9eNE2asG3btruVfAKBhwn5ixdP0qjZvRwDo1ENBcifPxsu573PTcGCpShY0HchTDqdjsZ16nDgww8R4eEoffv6bK4UMZng6tX0nzcjIhODVZI5t8a++y4jW7Vi+759vN69+wMXvomdLiVKlGDg9OnEJNf1WqPB/sUXXMifn+e7dGHa119TokQJr78ESYZjILBJCDEBeFdRFK81dZAeeatVCnlJqjB17IgmOpqKISE8c/Agr165QofChVn4yy9069w5VWO2bdOGyAsXwM3qChkSrVbNuShVCvukSZy5epV9+/al2/S/LlpE7PPP37fOHhnJrcTVhAKAlIS83W7Haj/Hor/U9ywuzsamjce5ePE2Z87coFSpJx84xpd06NCBVq1aYRwyBP75J13nBmRojcQ71K2L7fBhFhctyrPt2nHixIkUL6SfeOIJTKdPoxs6NMWLI1f//twcO5bOr712Xx8NSdZEUZQrQBOgHXBBCLFdCLEqmWWlp2NLIe9yySROifssWkRI5croIyIwbNjAujVrmDZxIp989BF9+/ThiSeeSFM1Fp1Ox8fvvIPx7bczrzhJEPLxj229evF9Osaot2vRAuOnn8Lff99d54iM5EYACnmbzfbA+j17NtLtlQKYgw1MmbSBtWuO8NTTJcmdK4yi0a3SVF4yNZhMJoYNG8a4ESMwPvccHD2arvNLIe8BCRV+JMkTGYlj1CgsU6fyxcSJnDt3Ltnd9Ho9v37/PYXmziWodWvYsyf58V56CaKiOHLkiA+NlmQEhBBlgQ1ANiAYqAzUT2HxCCnkJZJHoBk5Ev0778CFC3DgALXz52flwoWsX76c8PBwr89Xo0YNqpYsiXbMGK+PHRAkFvKAq3t3Vq5cSdtXXmH+H3/4fPp6devy5YgRGFu1gq++grlzCVq8GG2A3ZlLXDkjMXnzFuWf9RcpWSIXBn05dv9rY/mSo8TcNmMy+i90onbt2rz56qsYGzSAFSvSb2K9HvyYOJ2hCA3NUrXkU03r1sQ2bsz7Q4YwfsIEfpg9+76YeYAcOXLw89SpdC9UiNCGDTE3bAhLlz7goXc+/ji7du9OT+slgcnnQCQwGCgE6BVF0SSzeOxZlkJeInkErg8+wD5mDJpChTB88QVly5YlW7ZsPkkeTGDQW2+hGzcOzpx59M4ZjSRCnhw5sC9YwME332TU2LHcuHHD5ybUqlWLSePG0XDlSqp9+y09atWiZ3Lxrn4kpdCa3LnzEWxqxt7dZYkIj+bpRqG8934t8ua3ERy8KdWt5b1B+xdf5LN33iFbt24Y27VTL34lgUMWryXvCY4xYzhQqBBTIyOZsGwZHw4f/oCYNxqN9Hz1VdYsXsz7Tz5J/v/9D3PZsjB1Kpw6BTYbllq12JySx16SlagJzFMUZbiiKKcVRfFaV0SZ7CqRPIKQ2rV5s0EDqlevztGjR2mYDg1w8ufPT+vmzfn1229xpaazaiCTVMgD1K8PgHPtWsZPnMjgAQN8bkblypWpXLmyz+dJLQ9Lds2ePYrs2aNY+OdPnDt3CodD4cb1WISiI0+e5Lp+px/169dnyWOPMWHyZH4pVw77Rx/h6t3btyGMmTUx3NuEhKgdpiWPJioKe58+UL8+cd27s6BIEXq/8gp5k+nxYTAYaPXsszzbsiWbNm1i0uzZHBo0iDtXryL0eo4UKeKHFyAJMGzACV8MLD3yEklKnDuH/o03sB09SlxcHEWKFEkXEZ9A/ly50KRQ1zhDk5yQj8fWuzdLli1LZ4MCk4cJeYgvj6f5j5dfe4I8+SL5b7+D3Lnb3ddAyl+YzWbe6dePX6ZOpdTMmZiqV4dt2/xtliQkRIbWuEvii8P9+wFYunz5A175+w8R1KxZk+njx/PP8uXs3LaNlYsWMX3CBF9bKwl81gA+adkuhbxEkgKGjz+mwdGjTB87lg4dOvjbnMzDQ4S8WLGCWrVrp7NB/kVRFP7dtZLdexdy5cq9UBStVovrEY2WjEYdBoOOnDlDyZe/CLlzF/S1uR5RtGhRfp46lUFt2xLcrBm6zJr3kVEwmdSyuRLPaNYMdu/m25Ur6dyrl9u9LzQaDZGRkURGRvrYQEkG4F2gjBDiPeHluFwp5CWS5IiLw/Xjj7Ro1owKFSrc131VkkaEuD8hTFHuigvzTz/RqlEjPxnmH/bt38GTDR20fi6C8xc2uH2cEIKI0Lp89eVGvhi7g2ZNX/ahlalHCEHLli1Z8NNPGD75BHbu9P4ksj66e8gQJM9I/LkqX564LVvYXaIEU374wX82STIqg4C9wAjgiBBirhBiWjLLVE8HlupEIkkOvR5Xw4a89+GH/L16NVpZotRnGHr1wj5lCuaSJVHOn6dGZu9smwSzKZjr188SEWHEZrtfkD7sNj5A9er1SUW1Mr+QK1cuPnjrLYZ36ULctm2yf4ck8ElwOiRcAOl0uLp2ZYM/Gp9JMjpdEz0uEr8khwJ4VHlBCnnpoZAkh8OBds0avvz8cynifYnTiWPaNJYvXcrly5dxOBzYbDbGfvUVZy5fJk+2bOTKnv3u7eno6Gjy58/vb6u9SnR0KQ79Z2XH1kuUKd3U3+b4lBYtWvD78uXs6tED2+TJ4K07XQklKPX+TfTNEMjfPPdJKNcZGnpv3WOPcebwYWJjYzGbzf6zTZLR8FnGsxTyEklSVqxAs3w59lu3KFy4sL+tydxotZjKlOHs2bNUqVIFgCVLlvDbtm1Y330XLl5Ee+EChkOH0F64gH3nTurVqcObPXtmKkFfonhFf5uQLgghGD9qFK+/+y77mjXD8ttvEBaW9oETmkJJIS/xJmFhcPPm/UJ+xw4csgGZxEMURTnpq7Gzdoy8yyW9E5IHCP7uOxrv2UP/t98mNPEJXOITrD170uedd1i1ahUAB48eRVO2LHTsCG+/jfOzz4ibOZM7y5djPXqUlRUr0qp9ewaPHOl20pkkcAgJCWHK+PE0zpYNY+3a3umVILu7uo+iyJwCd4mIUIV8YmrWxNi8OWO//tovJkkyJkKICm7u53FDk6wt5OWtWEliduxA/7//YV+xgvbt29OlSxdMJpO/rcr0OHr25M78+Qz4/HPqNmvGjLlziUupukl4OM4hQ7AePMifuXLRtE0bPh03Ll2aSGUU7HY7GzfP4uDhGRw4uMXf5iSLTqdj2KBB9GjUCF25cpDWjr5SyLuP2SzfK3cJD4ek5xYhsMyYwR+bNvHSa6+xceNGrFarX8yTZCgWCSEeehtZCNEJ+M7TgbO2kLfZZMKVRCUmBqpWpbPFwpwZMyhfvry/LSI0NBT9xYv+NiN9qFULy/79XF+1CtuxY5Av38P3z5ED+7hxWPfs4VeNhkYtWzJh0iS/djUNFPbu3crzL0bRpFkehDjmb3NSRAhB927dcNy8Cc8+i+H11+H69dQNJssquk9IiHq+kzwag0HVCUnJlg3Lvn3sfe01er/3HtWqVaN+8+b0fvddNm3axO3bt/lw6FDOnz+f/jZLApVQYIkQIiK5jUKI54FpwGFPB5ZCXgp598jsIUjBwZgKFOD02bN06tGDV998098WUbVqVZS1azPnbfDkPk9mMxQrpgoNd8mfH+vkycRt2cL3ly/zVIsW/DBzJs4U6tRnBYoUKcWSRWc5dPAysbFeiD/3MRMmTGDJkiU0vXKFoJIlERMnpthnIEWkR959ZFMoz0jpt0+vh65dcVy+DDducHXRIta3bcvrgwbxTNu2LFy5kq+//pr3hw1j/IQJ7Ny5E4fDkb62SwKJ1kAxYIEQ4j7hKYR4FpiN2vn1KU8HztrJrlLIu09mFJNJsA8YwIqbN1FWreLiuXMoioKX+zZ4RMGCBdE7nViOHlUFbmbC25+nYsWw/PQT7N7N16++ytlLlxj49tvenSODEBGRHYPhJS5fuE7lSo+4sxEA1K1bF4DhgwbRsW1bBo8ezbFBg9AXKICzYEHipk6FRzXUMZnAYkkHazMBwcFw7py/rcg8aDRqCE54OJQpg7VBA6z//ovYu5cl48ZhGzwY3blz/DhmDI6TJ6lSowaNatakdu3a5MmTx9/WS9IJRVFWxce/zwBmAS8ACCGaAb8A54AGiqJ4fBtHeuSlkJfE4+jTB9fAgRgKFeLC2bO06tyZvXv3+s0eIQTVqleHNWv8ZkOGo0IFLIsXM3/dOubOn+9va9KMEOKRteSTw2w2kzdv4Iv4pJQqVYpfpk3jz59+YtI775Dtv//gv/8efaDBoOY8SR6N9Mh7hqffv8KFoVUrlL59se3aBf364Rg9mphdu7AeOMDGDh349OBBWrRvzxsDB/rEZElgoijKbOB9oK0QYpwQ4ilgLnAFVcSfTs24UshLIS9JgnX/fmwnT3Ksd2/6vvcesX6Mva1ZoQJBmzb5bf4MSfbsWP76i1Hjx7Njxw5/W5MmdDpdlrsdL4Qgd+7clC9fnrwFCkA6VybKv2MdL6yYyONLZ2TOiwOjEWRypvukFCf/KMLDIWmJ3Ny5oXNn4n76CeuhQ/y9alWWDgPMiiiK8inwDdAPWATcAhoqipLqhCYp5KWQfzQul3r7MCugKHDwIPz6K6aVK7l69iwrV670mzk6nQ6RGcOafB2yVKoU1pkzef2dd4jLwLHTer0ee2YUk26SIyICrlxxb2cvfE+y79/BrKB/+L6ei2V1b/H0Uo+7pUsyG+HhD5ag9AaxsSiKwtWrV70/tiTQ6Qv8jirin1IU5UBaBpMx8lLIPxqnEzJ7d9Pbt9FWqIDzxAki8uWjWtWq1K1WjWpduvi18ZDD4UCRJVJTR5MmOKtWZcmSJbRu3drf1qSKrC7kyxQtyupPP8VSoAA0aeLz+QqdP8xjdSMA0Om0VAm6xXKfzyoJaBKEfI4c3h03f34cQFRUlHfHTWf0Whd5gm/724yAQwjhAtzxLuxKkounKIrikTaXQj4oyN9WBD5ZQcibTJAzJ5w4wbrFi/2a5JoYh8OBIi82U01snz5MHzhQCvkMSpeOHSlcoADDevfmVnQ0lgED4Omnk9/ZC9/ZE3lLsOHAYmqVyobd7mSrNfCr/qSKADm/ZQjCw+GwxxUBH0lQo0Z0KlIETVa52531WId7Qj7NZG0hb7VKj7w7ZAUhr9PhHDYMGjfmwIEDlC5d2t8WAaqQd+ky4dc0vcKFmjThfK9e7Nu3j7Jly6bPnF4kqwt5IQT169endu3aVKlSBVauxNS4MXEjRkDVqvfv7IXP1PXSlen8byw11u7ntCuMbU1eTPOYkgxOaCjc9r7H2Tp2LD/Vr88bffoEjONI4j0URamfXnNlQoXgAU5n1on9TgtZQcgDVK8OwM6dOwNLyMvusqlHq8XWowcz5sxhdAYV8rbUJNplMvR6Pb1796ZMmTKcPX+eCc2bY69enbgWLaB4cXXxEucq1WY+tb02XkAiRNbKfUoLvhLZkZEoIEW8JM3Ib7H8Ej2arCLkN24EYMu2bX425B4OhwOXjJFPE67u3Vm5ejXHjgVul9OU0Ol0Wdojn5hevXpRr1492rdrx8qFC+lfqRKNlyyh+DvvEFypEtqmTRFffOFvM1VsNti8GcaMIbhFC4KiojCXLo34/HP3k3d9SXCw7O7qbw4dIvbqVVasWOFvSyQZnKztkZe4R1YR8idPAhCZLRtXr14l8lFNaNIBm90uw7/SSq5c2IcOpf9HHzHn++/RZqDPclYPrUkJo9HICy+8oHZUiWflypUM/ewzbigKLjc6M4sb13ly8wJMGhcrS9bHUjA69Qbdvg0bN6JZvx7zunVYtm8nV8GC1KhUiZr16lGpXz9Onz7Nj/Pns27IELSNGxPXvz889ljq50wLCbXkQ0P9M39GwxehgD/+CMD06dNp0KCBjJXPZAgh3gYmKIqSqk51QogqQC5FURY/al/5yZE8mqwi5Hv1IqhHD/787z9ad+jA8ePHuXHjBufPe9xozWtcv31bJmR7AVevXpwJDWXGrFn+NsUjpJB3n0KFCvHt55+T/Ysv0I4Z88j9X1v9HYuecjKvAQzdPzt5D7XNBosXE9StGyHVq2Pq3Bm2bLl/n/370eTMSYlBg+hy8SKftmvHuuXLWfLrrwwZOJAmTZqQO3duqlevzriRI1m1aBH/K1YM8zPPIH74wUuv3kOCg2VTKE8QwvtiftgwAHbv3s2GDRu8O7YkEBgJHBVCDBBCuNWdT6g0FkLMB7YCFd05TnrkJY8mqwh5wPrddwDETZvGi1274rBaKVisGL/7QQBeuHCBP5cuhZEj033uTIdGQ9y0aXxTowYN6tenUKFC/rbILaSQd5+goCDMZjM/TZ1Kl169uDFpErZnnsHx5JNgNoNery46HQhB3dCYu/HJHSqHMXjTP1gqVFb3cbkg0R25Pm+/Tfk+fdiyZQs/9OpF7LZt98Iyw8MxhYQwd9o0t+wMDw+nffv2lClThpf79sXepYvX34tHEhISGCE+GYXQUO/fwciZE77+Gl5/nYkzZlCnTh3vjS0JBMoDnwOjgOFCiA3A38A24DxwHTACkUAp4HHgKSA3cBV4HZjozkRSyEseTRYS8gkoL79MXPXqkD07p8uW5fLly+Twdh3hRzD8889xvv46FCmSrvNmWooVwzZoEO8OGcKkceM4ePAghw8fpmbNmkRHpyGswodkxc6uqcVoNHL79m2io6NZPHcu//33H2vWrWPT559js9txOBw4HA6c8X93PluMtk+q//f5c7dj6fM/dSCNBv766+64bdq3p0vnzmg0GqpUqcKvixYRu3kzPP64ukPevFjj4rh16xZhYe6Xq3Q4HOgiI7H7I+k0IbRG4h5hYWot+bQKeUW5Ly/PvHgx0eXL07tbtzQaKAk0FEU5BDQXQtQC+gDPAU+QfEnKhA/FQWA0MF1RFLdLJUkhL3k0WVDIA1C+PACapk0Z+9VXfDxwIEajMV2m3rJlC5v37sXx22/pMl+6o9X65XPleuMNjs+fT/3GjTGWL4+tVCnEyy/T6fnn6dm9O0EBFsYkK1q4j9Fo5PLlywBoNBrKli1L2bJl6ZPC/gv+WMDzL3yHOV8u/pq/FcxmtGXKoCtRAu3HH5OrXDlGfvAB5cqVu3uMRqOh24svMv7dd7ENHAhVqsBffyE0Gs6fP++RkK9cuTKFsmXj0NixuN55Jy0v3XP0epAXiO4TEQGXLkFamgP++CP6vn0JqlyZ2OrVCdq3D8OOHUyZP5/g4GCvmSoJLBRF2QBsEEL0BOoCdYCCqJ74OOASsBtYoyjKvtTMIYW85NE4neqJPyvicmGpWpW/3nmHRvXr06BBA59P6XA4GDx6NJbPP1dDAjIjfhLyaLXErVkDwJ0EL+jZs8zq04eFL7zAqEGDqB5fhlSSsTAajR6V6iyQvwCjvjiBM/QqhXLlp1WHhuh0OrRaLRHVqtGgQYNkE6NfaNuWW7dvs+7jjzm6Zw8Vqlen26hRlChRwiN7tVotA/r0oe/48dxJbyEv8YzwcDh0KG1jNGmCUBSaRUYSdu0auSpV4tkPP8QkywtnCeI97H/FL15FCnnJo3E6IZ080QHFtm2Yuncnv0bDR7NmUbGiW3knaeanX37hWr588Nxz6TKfX0gQ8v4gaRhDvnxYfv8dy7x59O7bl76dO9O5Qwf/2CZJNZ7W3K9SpQq///gjp0+fplq1am7f/TCZTPTt3Zu+qTU0EU6nExES4oWRJD7FYIC05qpkz4592jT+GjwYcf4833/3nRTxEq+QtYW8vG3tHlk0tMY4fjzPV6xI//790y3E4dq1a3w1aRJx69Zl7s+nP4V8SrRpg6VKFb6qXp3oQoWoXbu2DG3J5OTOnZvcuXO7ta/D4WDvnjVolcs4RQ7Kla+PLo1dl8+dO4crPDxNY0gyDkqrVsS0aoWuXz/WrV9PyZIl/W2SJBOQdctPpleL+MxAVhTyioI1LAyboqSrmPv0q69wdOwIGbALqUcEopAHKFwYy6xZvPXZZ7Tt1o3169ejyHNFlsflcrH5769pUnsrLRqepkntrWz552tcLleqx9y0aRMjv/ySmP79vWipJCPgqFqVHWkN1ZFI4sm6Qt5uz7px356SlYT8jh0EFS6M1mQi99KldH7ppXSZ9tq1a7Rr144V69djHzo0Xeb0K4Eq5AEaNybu4EEOvfUWb3/9Nb3efluK+SzO/n0baPF0DEajeh40GrU0bxjD/n2pq//9zz//0Pe997DMmwf16nnTVPfR6dIeLiJJFUFr1lCxeHF/myHJJGRdIW+zyUY77pKVhHzp0ohChWjRujXL5s+nQIECANy8eZOT8Z1ffYHT6WTfvn1Y+/ZVE6syO4Es5EEVOe3bE7dzJzsuXGDBH3/42yKJG/jq7pnTdomw0PsdP2Ghehy2Sx6PtW7dOv43aBCWP/6AunW9ZaLnyBKUnuGtC5+TJ1HmzeP5Nm3SPpZEQlYW8lar9Mi7S1YS8iYTlnfeYfd//3HkyBFOnz7NqVOnaNulC226dOHdjz/2ybQ5cuQgW5488MQTPhk/4Ah0IZ+AwUDcjBmMGjeOS5c8F22SzIEppDCXLlvvW3fpshVzSGGPxlm9ejVvffQRlj//hFq1vGhhKpBC3jPCw+HGjTQNoZk/n6CqVenbqxeRiRqOSSRpIesKeemRd5+sJOQBw8KFHNu1iw5vv03b3r157uWXuda2LbZTp1i9ZQubNm3y+pxxcXHcvnkTqlXz+tgBSUYR8gCVKmHr3Zv3hw2TITYBjq/+P8VLVGblxnycOmsB4OQZCys35qN4icpu27Vw4ULeHTYM6+LFUKOGT+z0CCnkPSMiQm0KlRbOnKFkiRJ0lVWxJF4k61atsdmkR95dspiQtzVtCi+9RGz9+vdvWLECTWxssrWl08ru3bsxlivHncxaNz4pGUnIA45Bg9ieJw8TJ06kZ8+e6Tq3EAIlnZOuMyparRan0+n176gQgpp1XubY8f/Yvv8Y2bIXpWadUo88zuVysWrVKsZNmcJlIbAsXQqV3RP/PickBM6c8bcVGYfwcDh8OHXHrluHoXNnNIUKEWe1Pnp/icQDsraQz4q10VNDFhPytGqV/HqbjehSpXzSMOjKlSu4ChXy+rgBSwYT8hgMOKtVY8KECeku5DUaDQ6HA710PDySoKAgrFYrZh9dEBcuUprCRUq7te+6desY8eWX3AgOJnbECGjR4sEeBv4kOBhiYvxtRcYhNBRu307dsTVroilWjJzHjjHqs8+8a5ckQyGEyAlUA7IByQorRVFmeDJm1hbyHrTTztI4nYH1A+QPVq2CZ57hYp48PhneaDQiLBafjB2QaLVqnkpG4p13KJnGGNnUoNfrsdvtUsi7QVBQEBaLxWdC3l1Onz7NWx9+iHXGDGjWLDB7Qmg0sgyzJ6Tlf6jXY5k1i4slS8ra8VkUIYQe+A7oTMph7QJQACnk3cJmU7u1SdwjEH+I0pPatRGNG1PaRz98BoMBERfnk7EDkozmkQeoVIkTBw6ke5hLgpCXPBqj0Yg1AC4Qx02ciKNfP3jmGX+bIvEmaTn/58qFw24nJiaG4OBg79kkySgMA7oBR4HZwGnA4Y2Bs7aQl8muEjcwPP884r//0F++TO/x430yR1BQEGQ1j3xGE/JRUWhCQti4cSM1a9ZMNzEvhbz7BAUFERMg4SLOnDn9bYIkkBCCoPz5WbZsGYUKFaJQoUKyck3Woj1wCKisKIpXvXZZN15CeuTdJ6t742NiKGMwsOz33ynro46rBoMh6wn5NHTF9BfOxx+nR48eLF68ON0q2Oj1ehwOrzhuMj1BQUHYbDZ/m8ETVatiWrvW32ZIvE0afwtjJ09m8ODBdOnShRYvvMD58+e9ZJgkA5ATWORtEQ9ZWchntQTOtJBV4yidTsR33yG2baNZy5aEhob6bCqj0ZjxYsbTglYLGVCc2ubOhd9/5+OZM3m2QwfWr1/vc0EvPfLuYzQasQTABXHVqlVR1q4N/HOnEIFvYyBhMkFsbOqPr1cPLl+Gy5eJ6d+fV/v1Iy4rhVRmbU4BPknMzLpCXlGkp9ldsuj7JIoUQenVi+YNGlAwb17e/uAD/v33X5/MZTAYUAJAgKQbGTG0JoFnnyVu1y6ODxrE219+yXNdurBp0yafCXop5N3HYDAERIx8gQIF0LtccPy4v015OEFBWcuBkFbCw9NeSz4qCqKicPXvzyWbjSNHjnjHNkmg8z3QVAjh9dbtWVfISySPQFm9Gn75hbm//MJb337L8tu3+WvxYnbu3On1uYKCgnBlJc9MRhbyoFb8eOEF4vbt4/Bbb/HGJ5/Q4bXXuH79utenkkLefYQQAVFvXwhB7dq10U2c6G9THk5ISOpLKmZFvCHkE7DbsZ07R9GiRb0zniTQ+QT4G1ghhHhSCOE177wU8hJJShQtCi+8AGfPErNzJ8prr/Hzjz/SvX9/3nr/fWbNmsWyZcu4fPlymqey2+24pEc+46HVQseOxB04wIHatencqxe3bt3y6hQyRt4zAqX77oC+fTF9/z2sXu1vU1JGdnf1DG8K+X37iMqf3++lUiW+QQjhEkI4ExbADrQFqgIrgOuJtydaPD7ZZ92qNRL3CZAfRr+RN6/6t3Vr2LMHW/78LJ80iTUnT+L44gt6v/YaPV97LdXD37x5k/bduuHq08dLBmcAMouQT0Cnw/7ZZ5yzWun2+uvM/O47r/1A6/X6gEjgzCgEgkceICoqijHDhtGvY0csmzdD/vz+NulBQkLg4kV/W5FxMJvTFiOfmO3bKVemjHfGkgQi61BrwvscKeQlEncJCoJy5dTH776L84svKFy8OC937ZqmYUNCQgiJiOB27dpptzGjkNmEPIAQ2L78kpOvvsorb7zB9K+/VpOY04j0yHtGoHjkAWrVqsWrL73EpPLlUTp0wPbee4El6ENC4OhRf1uRsfDShaJh61aqlSrllbEkgYeiKPXTay4ZWiOReMLu3Wg/+ABz6dKEf/YZEz79VC0dmQqcTicOh4OPR4zgxvXrahJUVkGjyZDlJx+JRoN10iQOFylCz7fe8oonXQgRUOI00AkUj3wCr3XtypL582kbG0tQ+fIYXnsNTpzwt1kqRiNkpdycQCE2Fu369ZSRHnmJF5BCXiJxl9OnMTzxBO0vXGDSoEGsWbyYAgUKpGqo27dv0/S553iiUSN+nzOHuClToHJlLxss8QtaLdaZM9kXGUnfAQOkNz2dCcSLnqioKN5/6y2WLVjAS4qCsUoVgrp1A39XLAmwi54sgc1GUMWK1ChcmPLly/vbGkk6IYQ4JoR44xH79BFCHPN0bCnkJRJ3mT+f+g0a8O6bb1KxYkU0mtR/fWb/+CPnz53jzuXLashOnjxeNFTid3Q6LL/8wg67nUnTpvnbmlRx7NhuDh7+hS1bfwmI2uyZgezZs9O/Xz9WLFxIZ5MJU40aGDt0gFmz4Icf/G2exF3ScrGo16MNCuKlVq3Q6/Xes0kS6BQGIh6xTwRQyNOBs66Ql54IiYdog4PZvHkzBw8eTPNYZUqXRq8oTJo0ieLR0WgXL/aChZKAwmDAMmMG0378kUOHDvnbGo+xO47RvEVBXuqQn337t/jbHLcxGAwBnxwcHh7OG717s/LPP3klKgo6dYKuXdWwm5gYNewsM4aeZQZCQ9NWslMIYt94g6k//+w9mySZhRDA45NX1hTyAXjrVRL4ODt2JM7p5ODBg9jt9jTdwn/iiSdYtHAhV65c4dSVKzjffNOLlkoChoIFsY0axduDB2e4WvCWuBAOH7rM8uUnKZC/mL/NcZugoKAMcwchNDSUnq++ypgxYwCod+ECprJl1WTwChXAy6VMJV7AGyUoO3Zkx+bN3PRWKUtJQCKEKJiwxK+KSLwu0VJECFEPtTylDK1xC7sd5C0tiadoNChdujD0iy+oUqUKf/zxR6qHOnToEH3ff59hv/yCdeFC9cdBkilRunfnYp48TJ4+3d+meETFig05fbISObK3IGfOvP42x22CgoICorurJzRu3JhNmzbx+ciRTBo+nLZt25Lj5k30efMS/MQTiE8+gd27feOEEkJ6/z3BG0Le5QJFISQkxDs2SQKVE8Dx+AWgX6LniZcjwCqgKDDZ00myZvlJmw1SWWlEkoXR67F/+ikMGQJmM59+8QWFChWiZMmSmEwmj4Ya8tlnHHjsMRg/XvW+STIvQhA3dSrTqlThqXr1uHjxIkajkccee8zflj2SAgUKPnqnAMNoNGY4IQ8QHBwMQKVKlahUqRIAsbGxbNu2jVX//MPqb78lLiKCuGHDoEUL74WHBgertdGlqHSPsDA4fDhtY+zbR56iRdHKc79fEEIMBEYAExRFeT1+nQA+Al4DsgGbgT6KouxLw1QzUGvJC6AzsBv4N5n9nMBVYKWiKMs8nSRrCnnpkfcMmU9wP0Yj/PwzcXPm0KlTJ+o+/TStmzW7++P7KOx2O2fPnIH33svaIj4rfa7iQ2xeaNcOY/nyuK5do3qpUgzu35/cuXP727pMhcFg4MaNG/42wyuYzWbq1q1L3bp1+UhRWL16NZ8NGMC1IUOIHT4cmjRJ+/coOFjt7iqFvHsEBUFaLxT37KFkdDQ3b94kPMndWIfDgVWGVPkMIcTjwKuoojox7wJvA12Bg8BgYLkQoqSiKKlKilAUpWuieTsD8xVFGZqasR5G1hTy0iPvGTKn4H6EgBdfxN6mDRw4wLbXXmP74sU4hw4lxGCgc9eulIyO5p8tW3jnf/974HCdTkfxokXZumMHrlat0t38gCGLfa6U7t1R6tQhtlQpsFjY+MkntHjhBTq9+CI7DxzACUSFh/PSs89SvXp1f5ubYcmoHvlHIYSgQYMG1K9fnxUrVjCmXz9uZsumCvqGDVMv6ENCVCEvSR9iYsDpZNXixaz44w+ebdWKWjVrEhUVhRACrVZLXIkS/rYyUyKECAdmA6+gCvWE9QL4H/CJoihz49d1AS4B7YGJaZ1bURSfhbJLIS+RpBa9HsqXJ3bjRvX58eNYfv2VCZ9+iv32bXLnz88zjRrd1/RDURTWr1/PkRMncL3zjp8Ml/gFIaB0afWxyYRjyBAcnToxa/BgLM8+i1KsGJw4wd/Dh1Moe3beeu01Hn/88YBrcBToZMQYeU/QaDQ0atSIp556iqVLlzK2Rw/u5MpFXIsWKI8/DtWrq5VV3CUkBE6d8p3BWQmnU42fv3kTbtxQk5VdrnsXWYqi3gGpXx/X6tUY+vdnwe+/ExEZSf9mze4OsyVHDv/Yn/mZBPymKMoqIcTgROuLALmBu2EtiqLECSHWAbXwgpBPjBCiAFAZCAduAjsVRTmd2vGkkJdIvEWRIlCjBtaffoLZszk3YwadunZl/Lhx1K5dm9u3b9PulVe4otMRO2QIPPOMvy2W+JtixYj78cf7VsX17MmBn36i30cf0e7pp3mrb180Gg1Op1PG1LqBXq/PEk24tFotzZo1o1GjRqxdu5ZNO3awdd48Tu7fT1CRIjgefxxrzZrw+ONQpozaTTk5QkJUL7Hk0cTGqiL95EnYtAmSVkfSaNRk2IgI9fcgLCzl971kSRzH1AIlfyxdytv9+mXIi3ad1kHO8Bv+NiNKCLEt0fNJiqJMSryDEOJVoBjQKZnjE+IbLyZZfxHI5y0jhRDFgW+ABslsW4Uak+9xreKsK+TjE4skj0BRslYsszdo1Aiefho+/RRnkSLkiW/2ZDKZuHnlCrGXL8OAAdC1q3/tlAQmOh106kRckyb8VLs22SIiqFKhAna7XQp5N8mIgii16HQ6nnrqKZ566ilAzcE5dOgQu3btYsvChewcOpQ4o5G4//0PunSB06ehVKl7AxgM6m9iVicmRvWg37yp/o2Nvff7l/DXZFKFeng4lC3r2Z2PpHPVr4/r0iVE48ZYT55k165dbudZSR7giqIo1VLaKIQoCYwEnlAU5WEf9qTxniKZdalCCFEM2ABEAkeBv4ELqBcRdYCngL+FELUURfGo5XPWFPIy2dV9XK6UPQqSlBEC5s/HZDDw+6JFvNGzJzqdjpuXL6vbM2i3T0k6kiMHlhUr+KZ2bbrduUN0dDRGo9HfVmUI0tLjIaOj1+spW7YsZcuWpT3qe7Ft2zYm//gj2wYMwH7nDowbB23bQv78/jbX9yjKgyI9Lu7+HB0hwGxWPehhYVCgwMOdfVarqiNSy8cfwzbVgaz07Uvc+vX8sXSpFPK+oyYQBexNdJGvBeoKIXoCZePX5QYSh7jk5EEvfWoZhSri+6FWy7lb81UIoQH6AuNQLzhe8GTgrCnkZWiN+zidWbuyShrQ5M1L7Ouv89OmTRx7/32+GDWKDz78kHEbNhArw2ok7lCwIJZly5hSpw4lS5S463VNiZs3bzJv3jzCwsLIkSMHBQoUoEiRIulkbOCQlTzyj0IIQfXq1alevTqXLl3i1KlTTJg5k/3DhuEyGtHUqkVsjhyqkK1cOWP9NiqK2mX11q17i8XyoEgPDlYFerZsUKiQ+lrTQkIt+ezZU3f8Sy9BfBMwbtwgaPJk6g8bljabJA/jd2BbknXTgcOowvkQqnf8aWArgBDCCDwBeCuZ7SlgkaIoXyXdEC/qvxRCNAIaejqwFPKShyOFfKpxtWwJLVtisVjY3KYN1WvWRNFqca5b52/TJBmJ0qWxv/8+X0+f/oCQVxSFixcv8t9//7Hvv/9YsnYtZwsVQpczJ7p//sGxdy/RBQvSu1MnnnjiCTTJ3F27c+cOGzZsIE+ePBQqVIiwsLD0emU+Iyt75B9Gzpw5yZkzJ9OrVUNRFE6dOsWuXbv4a/lyTnbrxsWTJ9G2b4/1o4/8661XFDW05c4dVZzfvq0+djrV7YnDXUJCVGEdGanGpXvY0yNVhIercfKpJZHnPft77zFx4kRKJQ53kngVRVFuADcSrxNCxADXFEXZG//8C+ADIcQBVGE/CLgD3J/ElHoMJF9DPjH/AnU9HVgKecnDkUI+7RiNWP76S/1BCgmR76fEc559llNjx7Jnzx7Kly8PqLHQb7z3Hlu2b8dQpQqxVaviGjoUWrbEkRA6aLez/9dfefezzwgdN45enTrRvHlzgoKCANi6dStvDx6MtXhxNNeuYTlyBIPRSMkyZfh08GBZ4z4TI4SgUKFCFCpUiNy5c/PYY49x/fp1Jn//Pb+WL4+rc2fsH3wAOXN6d2KrVRXmiReb7Z4XPeFuSkKoS0gI5MihxqMHyrkzLCxt3V01GnS1a+P45x/mz55N9tR69iXe5FPABEzgXkOoRqmtIZ8Mu1CTbR9GMR6sb/9IsqaQlwmc7iOFvHcQQvXiSCSpITgYW9eufPPDD3w7Zgx2u50+77zDTpMJ29mz2OKF+QPo9dChA7Ht2xO7Zg2ffvopYyZMoOOLL9L+hRcYNHo014cPV5MgARQFx4UL7J4+nbadOzP1q68oWbJk+r1OLyFDazxDo9HgcDjIli0b7775Jt06duSbqVNZWKoUzh49cLz7rhqW8jCsVtVrnnhJiEVPLNINBlWUh4VB3rzqY4MhY/0ma7Vq/lhquX0bV6FC1DGbpYj3E4qi1E/yXAE+jl98wUhgvhCiqaIoi5NuFEI8A7QGWnk6cNYU8hL3kUJeIvE/BgO0asWWSZMYOno0Bw8f5lCuXFjmzHHv7qIQ8OSTxD75JOzbx/QxY5jeogXWmzfRfPQRrgQhLwTkyYNz4EBuRkfTqUcPxn/yCY8//rhvX58PcLlcyYYSSR7EbDYTGxt7N6wqR44cfPTee7zcoQNffPcda6KjcXTpgqttW1XAJi7vmSDADQbVex4SAlFRapiL0SiLJSTHjz+Sf9s2Bo0f729LJOlHJLAY+FMIsRJYh5pImwuoh1qSciFqKc3OiQ9UFGXGwwaWQl7ycKSQl0j8j8EAOh22hQuZs2mT2vSnV6/UVd8qWxbr9OkwahSayZNxpVQpo1074vLmpW/btgx6802ebdEiTS8hPTEajVgsFsxpTWrMhCiKgs1mIzY29u5y6tQpTp8+TbZs2e7LL9BoNLzcvj2tmjRh5m+/sX32bOzvvIPSt2/6xKJnRq5cwfTddzxRty758nmtRLkk8PketZSlQE1oTS6ptSWQ+ESbUP5SCnlJGpBC3js4nXDpEprFi9EdPIhtxAi1XrhE4g4Jtb5r1VIXb5A7N64PP3z4PnXrYlmzhuENG5IjMpJa3prbxyR0d80qQt7pdGK1WomNjSUuLu7uYrPZkk38NRgMmEwmzPGhHUajEbvdTnR0dIpzPPHEExw6dIgx337Lzi+/xPLbb1Czpi9fVuCTmjDd9euJDgpiwBtv+MYmSaDSzVcDSyUheThSyKcdhwNjs2bY//mH0IgIChUqxMEmTbDMn5/6hiKSrIXBkLa61WmhTBksP/zAu1268NecOYRngFyPBCGfUVEUBbvdTlxc3APi3JUkNlsIgRACo9GI0WjEZDIRFRWFyWQiKCjIrfCioKAgTrpRhaVEiRJMGjeOlStX8t7zz2PZuVNNRM2KGI1qqUtP70wEB4NOJ/M4shiKovzgq7GzppCXXyD3kUI+7Rw+jOnAAUYOH06pUqXIkycP1R57TI0hvXwZjh9XY0ozQdk/j0hcQk7ycDSatCXXpZWnnya2dWs++uQTvhg1yn92uEmgCXmXy4XNZsNisWCxWIiLi8NisWC1WrHFd1VNKuz0ej0mkwmTyURoaCg5c+bEaDSi88GdvIRQJHd56qmneH7PHuZ07KhW5MqKdxcTasl7KuRDQoiNjfWNTZIsSRb89nF/swjJw5FCPu0cP06+ggV5+umn765y2u1w9erdRDBDz57Yvv3WXxb6B61W/XxlRRGQAbF/9hn/VKzIkiVLaNKkib/NeShGo5GbaSkP+BASYswTRHlicZ5YlCcOaRFCYDAY7nrNE0JaTCYThgAohazT6XAm1Gh3kzf79OHg22+zp3Jl4iZO9F7IV0YhPFwtKexpidaQECxxcb6xSRLwCCFyAM8BpYFgRVG6J1pfBNijKIpHHxCPf0GFEAOBEagtZl+PX9cG6AFUQW2D+6SiKGuSHFccmAIUB34F3kpoUSuEWIOatdtJUZRZiY7pCnytKEqIp3ZKvITTCSmVtpO4R5EiHDtwgOvXr5MtvoRbiTJlOLR/PwAvvvgi82fOxLx0KfYePbAPGOBPa9MPKeQzFmYzltmz+fiZZ6hbt25Ax5+765F3uVx3PeMJS8LzxB7qxMJcCIFer78ryo1GIxERERiNRgwGQ5YJmdDr9Uz58kuWLFnCsDZtsDVrhvWzz9TGTFmBsDA4d87z44xGLDEx3rdHEvAIIV4BxgNG7iWydo/fnAvYCLwGTPVkXI9+QYUQjwOv8mDB+mBgAzCLlLNrJwBzgPXAJ0A77u+YZQGGCyHmKIoSOPdEszrSI582/v4bNmzA5XLd5/Ga+8sv9+323nvv0bxVK86+9x688YZ6u3bOHITdjtK+fXpbnT4kCHmJewTCncTHHkOUKMHOnTupXbu2v60BVA+5w+F4QIQfOnQIp9OJPUluQVJRbjQaCQoKIigoCKPRSHh4+N3HWUWUQ+q64QohaNq0KXXq1GHcN9/wR+nS2EaNQunWLfOXnQwJUWvle4hh7FhqVK/uA4MkgYwQ4mlgEqp+/ghoDPRM2K4oyl4hxD7UOvK+EfJCiHBgNvAKMDjxNkVRZsbvE/WQIbIB24G9wAkgIsn2X4AmQB/gc3ftkvgYKeQ9w25HM2ECLocDjEaCP/yQpo0a0XDUKKKiUv566HQ6Phk+nDETJrA7d26MoaHEnT2LAlCuHFSokG4vId2QQt4zAkRUxj71FG/378+SxYuJiIjwypgJ4SoJMePJ/U0qNBMLcr1efzd0JSgoiPDwcCIjIylbtmxAhK5kBNJy0RIaGsrgAQNo26IFA0eO5PzkycS+/DI0awb583vRygAiNe/XkiUE//UXg+fM8b49kkBnAHAeqKcoyi0hROVk9tkNeFwKyhOP/CTgN0VRVgkhBj9y7wf5AFgEhKDePuifZPsdYCgwTAgxTVGUG6mY49HI5DrPkELefWw2DP36UTYykpw5cnDw8GHGfvcdJUqUcOvwSpUq8VyzZuzatIlJEybgdDrp2rUr+q5dsa9enfk6w0oh7xmB4JEHXDVrEjNsGGvWrKFVq1bAvfKHicV30scPIyFcJSgoCIPBQFBQEMHBwWTPnv3uc0+bO4WEhEgR7yGKoqRJ0JcpU4Z5M2awbNky/vrjDza/9x6avHmxNmuGo1kzqF07db0PMgtNm3Id9bMpyXJUA35WFOXWQ/Y5A3iYdOGmkBdCvAoUAzp5OkECiqIsE0LkArIpinIxhd0mAf8D3otfvI/dnrVPJJ4ihbzb6N99l6JGIz98802qfwz/+ecfQBX1ABMmTGD0+PGcWrYMnn/eW6YGBlLI+xdFUWvTW633luSeOxz3VxgymWDkSIaOH8+GLVt4vnVrhBD3iXCDwUBERMTd53q9Pt3DVFITKpKVMRgM2Gw2gtKYE6XRaGjSpAlNmjTB6XSyZ88e1v7zD8v69uX8qVPoGzQgtlkzaNkScuXykvUZA9GpE8rMmfR/5x3Gjhnjb3Mk6YsBeFRyRATg8Y/iI4W8EKIkMBJ4QlGUh7tVHkH88SmJeBRFcQghPgB+EEJ87fbAq1erPzBCqPWWk1v0+nu1mKVH3n2kkHePBQsI+e03eg0YkCbBUqtWLXLlyQOoXs4+ffqoGxo08IaVgYUU8p7hdEJcnCquExa7PfnnScV3UhLWGwxqMnvCYjBAtmz3P08uGbl+feyvvMLqypVp3qQJdevW9f3r95CsFN/uDUwmE3FxcWkW8onRarVUqlSJSpUq0a9PH65cucKGDRtY+vvvbB4wANfLL2MfOBCyZ/fanOmKEGpZWDfvFilTpsDMmWzdutXHhkkCkBNA1UfsUwM46OnA7njka6JWotmb6MSoBeoKIXqils/xWnKqoihzhBD9gSGoibGP5skn1b8u1/0/aglLTIz6A2e1qiX/Tp9WHyf80CUl8Xoh1C9pwgWBTqdeFCRekluXWRJ9pJB/NKdPE/Tqq4z//PMHEus8pU2bNncf79q1C32OHNiXLcuclSAym5B3uVQBbberS+LHCQI7sfC22+/Vhk96Lkru3LR/v5pgl9Q5ERysiu+E5ymJb2+TMyeWX37h3datmTd7Nnnz5vX9nB4gPfKeYTabiY2N9VreQ3JERUXRsmVLWrZsyaVLl/hy4kSWliiB/a23cPXrp36WMxKhoWrCq7s9QAwGOH6cuKpVOXLkCMeOHaNChQrk9rSEpSQjsgB4VwjxvKIoDyRJCCG6ARVQw9A9wp2z/e/AtiTrpgOHUT31afLSp8C7wErgmkdHaTRqtzWjMeV9Ll6EfPmgTBn3x3U67/34Jv1xtlgeXGe3qz/CCV6vxH/hwcegPtdo7r8o0GrV5wmLO8+97YWSQj5lFAWWL8fUrx+vdOhApUqVvOppWbp6Nc6nn0bMm4cSH2qTqfCVkFcUdVynU/1uJvxN+jhhSU54e0rCHcHE39+kF/hm84Mi3NML/scf99w2X1KnDnE9ejB+8mQ++egjf1vjEadOHeXy5dNER5cnW7ZMeKHsIWazmevXr6fbfDlz5mTEhx/yaqdOfDphAlu//hrr//6Hkj37vd/bKlUgAO/23CUsTG0K5Ukzv8KFsb3/Pq/06MGtuDg0ej2R2bLx45QpDy2IIMnwfIparfEnIURbIBxACPE68ATQBlVXf+XpwI8U8vFJpzcSrxNCxADXFEXZG/88O1CQe5VoigkhbgAXFEW54KlRiqKsFUIsAV4nFfFCD8VmU39APUGrVeNCPe3g5inJefSSig+r9UEhkng7JH/RkNLflNBo1Ne9d69qV1CQ+lyrvbfN3cdJnyfc5cjIxMVhataM0JMnead3bxo3buzV4RVFYemqVbhOnSIoVy7EP/8g9HriBgyA+vX9Ex7mcqmftaR/3V2X9O+pU+q4J0/eW5fcxe7Dnie3Hu591pJe8CZeZzLdE9tJBXgghmUEaCdcV79+rChenOtvvHG3T0Ig8LDQmgMHNlMk+jBP1Atj5Yr52O3NuH79PCEh2ciXLzodrQwczGYzZ8+eTfd5CxcuzDeffca+ffuYNXcuTpcLg16PQafjz+HDifvtN/WcF4iEh8OlS1CggEeHuf73P2ImTUIBbOfPc7NMGa5evSqFfCZGUZTrQoh6qCXaEye8jY//ux5oryiKx00GvHX/tSWqlz6ByfF/hwAfp3LM94BdgHdboKVGyKcXiUN4/E2CsIqLg4oV7/dyJifW7PaUBV3S54ry8Hbzj7rI8ARfiR6bDes//zDy008JDw9n2zb1ptWBAwe8MrzT6aRInjw836wZk6ZMwbVqlbph6VL0pUtj//rr9Bd0CRdjSf8mty7hr8GQ8j4JF8ZFi95/kSdJHp1OvVgPtGT9HDmgVSt+nTuXHt27P3r/dEKr1WK329En834pHKNkKbUKVMOnc7Fg/i40ujNcvBSWZYW8u020fEXZsmUZVbbs3ed2u52lCxcS9+STaN9+G+3Vq9imTg0sJ1B4OBw54vlxOh22QoVQVqxAM2wYQqORoWBZAEVRTgH1hRAVUMPWI4GbwCZFUbandtxUCXlFUeonef498H1qjUg6Xvy6vaix+N7FbldvcUsejkZzL9Qno5XKOnAA8ccfKG++6TPRox0zhrxFi1K3bt0HStxV91Kzj8fjwyh69OhB4+ee49Ibb2BavhxX4cKZI/k1LEy9UJSdg93DYFAdEYEm5AHrm28yo0kTunfrhjZAQvEShKnL5WL//vXoDSGUK6t+p6yWe2LQYrGjKMFEhD1FaGiEn6z1P5oAE5PHjh3j1s2bPNG4MRWtVr7+4QcYMQICKRcjKEi9S54KlGnToGBBXB9/TAwypyMroSjKbh5srJpqsl5v9ED2yEvSjqJg6tmT7CdPcu2334jbuNH7Mf6//07wmDFMmzUrXepU63Q6QsLCuFSqFHH9+vl8vnQjsyW7+hq9Xj1/BWJCYMWKWO12bty4QWQyidn79u1j/NSp7Nuzh3EjR3rtYvdhGI1GtcPr4dW80C4HV67EsPHv7ZQuXZWCBRswf95iQkMcXLsWQrVq9T2uUy/xLSVLlmTPnj13n7s0GqbVqYPl3389i0kPVAoUgPnz0XXogCM2NqDC0iS+QwhRCMgBKMDleC99msh6Zy4p5DM3e/bAv/+ycN48rP/+ey9vwFts3oyxe3cmfvGFzysN3Lx5k2nTpjFv3jzOnjunxol6+/X4EynkPSOhfG6Aog0PZ8WKFdRr2pT2vXoxfsIEDh8+zPr16+nSty8bn3mGm5Mn02vAAH785Ref25PgkddoVW+zyaTHble9p9mz56Bypc4UK/Yyjz32ghTxGYBer75KsKLAuXP+NuV+0uJJb9UKx4EDGF98kbZdurBo0SLpmc+ECCGihBCfCyHOA8eAzcAW4LgQ4pwQ4rP4XNNUkfU88na7FPKZmdKlITqaXxNaYKc1bOPvvzH/73/qFa/JhOu//xj98ceUK1curZY+lGvXrtHyuee4ef26KnZDQjA+9hi2gwdxbdwIlZPr7pzBkELeMxJCawIUTXg4fyxaxM06dbjWvj37li1jcps2hEZFYZ05E5o0AcC6cSNfNG/O/sOH+WjAgGRj2L2B0Wjk1q1bFC1Sj19//htFCaJSxSd8MpckfbBbrYEXGpvWvJ4CBbD8/DOWv/9m8HPPUaRIEciZ0zu2SfyOEKI4sBwoAAjAAVyNf5wdtZPrW8BzQoiGiqIc83SOrOeGsFoDMsZU4iX0euJmzGDct9+i1+vRDR+eunEUBc2ECZhbtWLoSy8x8a23GNupE8sWLKB+OlRQyJYtGx9/8AHtO3bkzf79KVKoEFE3bmAoUgR8fBGRbkgh7xkBLuRdOXKwe8cOnD//DC1a4Hr1VQDsL7xwV8QDULQocZs3s/TOHTr26MGVK1d8Yk9QUBAWi4XQ0DAqVWxG5UpPySZRbhDIHuHChQtj7NkzsLzyer1Hd8p0w4cTUr06YvRotQZ9AnXqoC9TJl1LgEp8ixBCA8xGreq4FmgIhCiKkkdRlNxAKNAIWAcUBmalZp6sJ+QT6rVLMi/lyqGtXJl+r79O5LRpaEeP9ux4i4Wgbt3IO348c2bMoHHjxlSoUIFatWoRHh7uG5uTIISgYcOGvN+/Py936cIfP//M6337or16FVOHDt6r6uNPpJD3jIQY+QAldupUeO89RPny6v+1QgVQFCwTJjy4c1gYlj/+4FDDhjzdvDnPtG/PFxMm4HpYNSsPCQoKwhbA71cgYjAY/Fq55lF8P2ECHQsXJqhiRZgxIzDOgwm15N1h/XoYPpzhHTtSe8UKTA0bwo0b97aHhBAX591CfRK/0gioBvwKPKUoyipFUe6elBRFsSqKsgJoAPwG1BBCPO3pJFLRSjIfFy/i3LGDNm3aMHvyZLJ/+y2a0aPh7Fm4fv3hYuj0aUx16lDj4kXmzpxJwYIF08/uR/BMkyasWbSIuDlzEKGhsHt3qismBARSyHtGgMfIkz8/jBqFsnu3ewnmGg2OkSNxXLvGqW++4ce1a/n777+9Zo7BYEhzp+WshtlsDmghqdfr6de7NzMmTCD/yJEYmzeHzZv9K+jDw90X8o89hq5RI35asIBxo0bRvHhxTPXrQ2wsAK7QUGJiPC4jLglcngOsQF/lIbe64re9DtiBtp5OkvWEvLy1mukRM2dSv0EDgoODyZUrF7MnT6bITz8RUrUqQYULowkOJih/fli0SE0ePXoUliyBceMwPvYYr9arx9effoo50GIxUeN+R48ejRITo9b3//Zbf5uUeqSQ94wAD61JNQaD2iG2f3+m/fqrV4cO5DCRQMRkMhEbLyoDmTJlyrDgxx/pWbo0kS+8gLlSJfVceOtW+hvjiZAPCsIydy7/ZstGjzff5N1+/SgREgJz5wLglEI+s1EF+EdRlMuP2lFRlEvA3/HHeETWS3aVJ/bMTWwsxokTeWnQoLur8uTJw++z7g8927x5M+/06MGty5cJzZGD/IUKUbxgQZqPGMFjjz2W3lZ7RHR0NHqTCfuQIfD66/42J/VIIe8ZmVXIAzgc6Hft4vyZM4/c1WKx8N6wYUSEhFC/Zk3q1auXYuy7jIn3DLPZzLVr1+5bZ7fb0Wq1AVfZx2Aw8ErXrnTr3JlNmzYxY+5ctr7/PvYxY1DSszFZSMj9se6PQq/H+ssv7OvUidcHDKBjq1YcmT6dmKJFEUuWEPH667h5WSAJfAqginN32Qe85OkkWU/IyxN7psbUvDl1y5WjSpWHX9TWqFGDlX/8gcvlIiiDNSR6/vn47s49e6oNuzIqUsh7hodJdRmGixcxPv88ZYEvf/jhgc2KonDt2jWyZ1ersw0aMYK/NRpsFSuy6Kuv6LB/P/169052aH955PfvX48Qh9DpHNy6FUaxYk0JD4/wiy2eYDabOXv2LOfPn2fdunUs/vtvdm/ZQmhkJB3atKF9u3aEBFiDQI1GQ61atahVqxYnTpzg5ddf5/qJEziGDUuf33udzvPzmE6HdcYM/s2bl4H9+uEaMYKQ1q0ZPnAgTz31FN/5xlJJ+hMG3PBg/xuoCbAekYFVQCqRHvnMi8WC9e+/+XTbNrc8cb4qe+droqKiuJMnD5aMXkZVCPl99AStFryYDBoomLt2pVV0NO+++WayXWG/+OYbvp82jeBs2ShWtCgHbtzAumULBAcT17Urs2rWJEdkJO1ffPGBY/3hkT94cCuKaw1ms8Bmc1KzppYNG+ZSrdor6W6Lp8TFxTFw6FDOX7mCpnFjLD16wLx5XDt6lG/feovTJ09StmxZHnvsMaKjo/1t7gMULlyYOT/8QPd+/Th14gS2adMCt9y0Xo/Spg0rVq1i4vjxFCxYMNlmapIMjQHw5CrPFX+MRwTWvTKJJC1cuoQxNDTgbgF7myVLllAtd241Ser2bX+bI5F4jsuFZvRogqtVQ2zZwsudOhETE8NX333HvHnzsNlsuFwuJk+fzo8rV+I6fZrbf//NzldfJW7JknvdbXPmxLJiBeOmTWPp0qX+fU3xnDy5gXJlQqlbJy8NGxRgz64zVKzo5OzZNDdw9ClXr16lw2uvcaZCBWwXL2KZPRvatYNs2aBaNRyvv86Ks2f57Phx2r/yCmfcCIPyB5GRkfw4eTJVL1zA2KSJ+/HrfsDWsyeTZ83CarVKEZ958bm3KnMrHknWwW7H2Lw5LVu08LclPicoKIgJY8aQ7do1tXKNRJLROHCA4M8/Z3zv3qxavJjFS5fydMuW/HDnDqP/+Ye6jRtTo25dJi9dimXVKrVBTrFi0LWr2to+MUWKYFm0iEGjR7N58+b7NvkjtMZqjaFA/rC7z4OCtOh0Gq+W1vQ2ly9f5qXu3bnQti3Onj2Trzr0wgvc2bIF2+zZkDs3NxKXTQwwTCYT344dS7PcuTHVrg2+vuhI7d3FypWxzJtH3/ffZ82aNV43SxIQfCyEcLqzAINTM4EU8pLMgU6HUrEiW3bs4PLlRyaIZ3g0Gg0OpxMiIvxtikTiOUeOULR0aa5cuULT557jm/37iV23Duv33xO7dCkxGzdiOXiQuL171bKWj6JiRSy//UbfAQM4ceLE3dVCiHQX87lzV2P5ypMA3LxlxWaHnTsVChQonK52uMuFCxdo9/LLXO7cGcfw4Q+PK585E4QgZu9eihUrln5GpgKtVsvH77/Pa02aYHz8cd86PUymuyUkPaZuXSyLF/POsGH8tWiRd+2SBALCw8Vjsp6Ql8munpFR3i8hsM6Ywannn+e5Tp04fPiwvy3yOYUKFiRoxIjMmQApydwcPszuv//m419/5dqsWcT9+SeUKXNve7FikCuXZ2PWrYv1nXcYNX783VX+aHBUvXojLl+tyORpJ/ht/jnuxBSiYMGW6WqDu9jtdjr16MHVXr1wfPjhow947jkA2jz3XIao0S+EoHvXrgz73/8wPvUULFvmm4nCw9NW+rJaNSwrV/LRF18w/YcfcGaA91byaBRF0aRicaMJx/1kLSGvKDK5zlMy0vslBI4PP+RGq1b8On++v63xORNGj6b0iRNoxozxtykSiWc8+SSun38mbutWqFfPa8O63niDHfv3s3PnTkDtu+CPTqV16rShcZOhPP30MKpU6UxUlIcXJenE/N9/52aRIjjffff+DSmd981mWLOGxULwZNOmDPj4Y/bu3Rvw9fqbNGnCd2PGYO7QATZu9P4EntSST4ly5bCuW8e327axcNw479glyRJkLSHvcKgl3CTuk1E88okwb91K/dq1/W2GzzGZTDSuWxfduXP+NiX1ZMDPl8QLVKkCbdt6//9vMmEZMYLhX3yBoigEBQVhsVi8O0cmwW6389XUqcQNG3b/BqMRHvae1atH3Jw5WA8eZEnVqrz83ns0b9+eOXPmBHQzqapVq/J2r16Yhg/3/uBhYd5Jqi1WjLjVqzn7ySdpH0uSZcha5SdttsAtRRWoBLin5T7OnMEwZAjaEycCvqmTtzCbzWguXvS3GaknI32+JBmDjh05PWYMq1atomzZsn7xyGcE5s6fj7VMGahZ8/4NwcEQE6PGfT+MXLlwvf8+cQMGcGr5csZ88w2fjh9PzTp1qFyiBCVLlqREiRJERkbeVwZUURTOnDnDwYMHiY2NxWw2311MJtPdvxEREei83CejZcuWfP7dd7BvH5Qt672BzebUx8gnRwZyOOp0DrJHXfW3GVkaKeQlmYagoUOpd/Ys10uUYOXKlTRp0gSHw8H69evJnz8/xYsX97eJXsdsNqOVJSglkntotcSNGcPIXr34acoUKeSTYefOnYz98kssycWMJ3QqjYpybzCNBho3JrZxYzh7ltVLlvD37t0EzZ6Nbc8eqlerRtN69dhz4AD/Hj7Mif/+QwQHo61YESV7dsTt24g7dyAmBiUmBuXOHZx37hBsMjFm6FCqV6/utddtNBrp0q4dUz/9FGsyzcdSjbyzKPEjWUvI2+0Z6kpX4hmO8HC0Z86w9e+/2fr339SpU4eNGzfy1ltvUbB0af769Vd/m+h1QkJCcB08qHqDzGZ/myORBAaNGnG7SBGWLFtGlUqV/G1NQGG32+ncuTPa6GioUePBHUJCILWVv/Llg1dewQ7YAaxWdrz0Ejt37SK2alXo3BkqVYIcOR45lHXhQnr36MEbL79Mp3btUmdPMrR/8UWmNm+ulqR0pyKSRBLgZK0YeemRz9Q4CxRg8eLFkCcP5apUYeKUKbw3dCgAVwO0eUlaqVGjBrWLFMHYsKH6+ZZkbmQoknsIQdxnn/HNtGkBXe/cH2zatIng6tVxplTZKzhY9ch7g6Ag4ubNI/bXX2HAAHj6abdEPAAtWmBZsIDpP/7o1WTa8PBwWjZvjl4mlEoyCVLISzIPL72k/v3+ew5XqMCs0FBsO3fCzZvYnM4MUS7NU/R6PWOHDyf88mXYu9ff5kh8jU6nJu1LHk2VKjgbNuTPxYv9bUlA8dvixcR06qSGxCSHyfTwZNf0pFo1blssHD9+3KvDdu/UCTF9une7vmq18rsp8QtSyEtSxulMvsNfoJIjB7hc0KgR1unTcYwbB4ULQ1gYhqJF+e+///xtoU/QaDTUq10bU+fO8O+//jZH4ksMBnnnxQMs//sfm+V34i6xsbH8vXYtPCxURaNRz6OBgBC4nn2W5StXenXYvHnzUrdOHYLatQNv9RxJyC2QSNIZKeQlKeNypey1CVRSSDqy16rFv5n4B33Q229TITISsWqVv02R+BK9XjYA84TTp7EEcEnE9GblypXoatVyP7wlALC99hpTZs/mn3/+8eq4IwYN4vmcOQl+4w3vDOiNWvISSSrIYCotjdhsMtnVEzKaR/4h2Jo04espUxj95Zf+NsUn2Gw2du3ejfLii/42ReJLpEfebXSDBxP2+uv06tbN36YEDL8uWUJs587+NsMzKlfG8scf/O/DD1m+fLnXhjWbzTRp1AiXt+7USiEv8RNZS8jb7dIj7wmZSMjTqhVxmzfz6/z5nD9/3t/WeJ01a9agrVJFrRohybxIIe8eMTG4Ro1iwU8/UapUKX9bExBcuXKF/bt2wbPP+tsUz6lVC8uyZQz89FPmeqlrd2xsLAOGDsXav79XxiMsDG7d8s5YEokHZC0hL0NrPCMzCXmA4sXRPv2012/RBgK/LlqkJrBJMjdSyLuH2YyiKISHh/vbkoBh8ZIlaJo3z7hlaitVwrJmDZ98+y1bt25N83D//PMP1/PmxdWnjxeMQ/1uyrA3iR/IWkI+I8Z8+5PMJuSBuGbNWLZxo7/N8CrXr19n59at0KaNv02R+BoZI+8eioLObOZ2fLM0b5YvzKj8ungxFnfDaozGwKlck5iSJdHWUxe+kAAAqXhJREFUqMG1a9fSPNTRo0exVqvm3WZO8nMm8QNS1UpSJjNe+NSsyf5MVqZx2bJl6Jo2VW/tSjI30iPvFpovv6RIsWJERESg0+lwOp3+NsmvHD9+nPMXL0KDBu4d4M1a8t7kyBGcGzeSN2/eNA3z+x9/MPWXX3B62/khO7xK/EAmU2kSr5IJPfJcuEBkrlz+tsJrHDt2jB9++424jJbAJkkdUsg/mnPn4P33ad2oEU6nk6CgIKxWq7+t8huKojBx+nRc7dqpfQjcISQEYmJ8a1gq0L/yCjmDg9GkwcFksVgYOnIklnXroGZNL1onkfgHKeQlKZMZhfzhwxQuUMDfVniFXr168eyzz3KhZUto3Njf5kjSAynkH03OnLjGjuXrdeuo1aAB30ydyuXLl/1tld/4bsoUVh4+jH3IEPcPClCPvH3OHM50706X7t1TPcbOnTsJKlcOSpf2omXx6PXy+ylJd6SQl6RMJhTymsOHKZk/v7/NSDM3b95kz6FDaN5/H/vo0e572iQZGykUHo1OB336ELNhA5bdu/knIoK3Bg3ClgXft7nz5zPt99+xLF2qlkd0lwD1yJMzJ666dbHeuZPqvIct27cT+9RTXjYsntBQiM/LkEjSC/nrL0mZTCjk9adOsfnoUcqtW0fNmjXRZ8C+AhaLhVfeeIPYDh1wjRzpb3PShkajJojJ2FL30GrV76XEPQoUwDluHCe7dKH/hx/ybKNGXL16lStXr+ISgh6vvJIhzwHusH37dj75+ms1hMTTmHKTCQK0kZZ+6lTsgEjlOSPWYsGVLZt3jUogoQRlZKRvxpdIkkF65CUpkwmFvHXsWHa+8ALvzpxJvcaNuXTpkr9N8piPR4/mRPHi2MeM8bcpaUejkcLUE+QFj+eYzdiGDmVTeDiDli/n03Pn+C57dr7fvZuxX33lb+t8xo4dO7B26QIlS3p+cMIFdgBi//JLjCVKMP/331N1vF6n813lJ1lLXuIHpEdekjIuV+brhJsrF8qbbxLz5pvo+/VjysyZDHz7bX9b5Tbnz59n+YoV2I4dyxwVhRI8zDI0SOIrTCYA4n788b7V1qtXmVupElFhYTRo0IDo6Gh/WOczrFYriq88z/4kNBTLvHmMrFePsmXKUKJECY8OD9LpfBeeFh4O+/f7ZmyJJAUygRLwAOnN8oxM6JFPjL1/f+bNn09sgN5CTo6pM2eidOsGmeUHWoaKSHxNUBAkV7UmMhLLggVMunKFF7t1Y/ny5R4NqygK586d48qVK9gDsLZ/VFQUxv/+87cZvqFsWaxffknnnj1ZsmSJR/Hyep0O4av/l04HDodvxpZIUiBrucEC9FZhwJLJhTwREbjs9gwTI3vr1i1+X7gQe2aqgy+FvMTXPMyBU6UKcbNmwY4dDGzZksPHj9Pr1VcfGn9948YN5s6fzy9//sm169fV5lMuFysXLSI4ONgHLyB1NG3alM+++gouX4YcOfxtjtdROnQgplgxBnftyvxlyxgxcCBRUVGPPE6n06Gx2ZBnHUlmIWt55CWekdmF/LZtFCpdOsMI+djYWNXjk8ZmKAGFFPKSQKBKFSxbtzL977+ZPmNGirvFxsbyUvfufHv+POcnT8Z64QLWy5dxVanCmx98wNGjR9PR6IcTHh7Okw0aoJk+3d+m+I4aNYj791+2VK3KM88/z8KFCx/pndfr9YgsWMFIknnJOkLe4ch88d6+JpMLebFxI4+VK+dvM9wmV65cGDQaOHnS36Z4D41GzcWQSPxNnjxYvv6an37/PdlSlYqi8P7QoVyuXh3r7NlQt+7dPJW4BQvY3KgRL3buHFA16zs+9xxB332XuoODgsBi8a5BviAoCMeoUcQuWcKw2bNp36MHn37+OT/88AMLFy7k2LFj9+2u0+nQ+DIUSt75l6QzWUfI22xSyHtKJhfy5o0bqVK+vL/NcBshBKUrVIDNm/1tiveQHnlJIHHiBBeOHKFa9eoM/+wzXIkuMmfMns2G06exTpr0YLiO2Yzr3XfRVq/OkqVL09nolDl//rxaEz41BGot+ZSoWpW4HTvY+/rrzCxenC9sNob/+y8vdO/OhyNGcOPGDRRF4ciJEyi+/F1LKSdDIvERWSdG3mZTuyJK3MflyhyVUVLAuW0bZfv08bcZHvF42bLs2LgRx4sv+tsU7yCFvCSQqFULFi5EqV6dBa1acbRvX2qUL49er+fb2bOxbt58twpOcsR+/TXjGzfmTlwcPbt3T3Wtc29w584dho8dS9zcuakbIKG7a0aqiW4wQPv2ADjiF65dY9GgQSxv3ZoaVauy8fRp7KtW+c6GsDC1KVRQkO/mkEgSkXlVWlKkkPecTO6R1xYsyKlTp/xthkdUKF+eoA0b/G2G95BCXhJIFC4MzZtDrlxYVq5kW7t2fBMezne3b2OdMweKFHn48aVKYdm0ielr1jBx2rR0MTklxn3zDdYmTaB27dQNEBKiCvmMTvbs2L75hpgVK1hbtChxa9dCrly+my8sDG7e9N34EkkSpEdekjKZXMjHtmnD4tWrqVWrlr9NcZsKFSoQdv061vffxzFyZMYvqSqFvCQ9EMLzDsJmM/TqhQJ4FCmeJw9xCxcytXJlWjRpQr58+Tw0Nu0cOHCABYsXY01LTfOQkMyVj1OxIs4JE3w/T1gYnDjh+3kkkniylkdexsh7RiYX8krr1qxcvfq+ONhAx2Qy8fPUqeT74w8Mfftm/ERRKeQ9R75nnmM0pm/iZsGC2N98kyF+6L7scrn4YORIbMOHp63spMkEGajHRsAgu7tK0pmsJeSlR94znM5MHSNPiRI4IyLYt2+fvy3xiOzZs/Pj5MlEb9pEUK9e/jYnbciqNZ6j1/uuxXxmxWiEuLh0ndLZvz87jx7l77//Ttd55y9YwGmtFuXVV9M2kEYjK7CkBnmhLUlnMrFKS4LdLoV8asjooRsP49w5XLdvY8kIJdaSEBYWxgf/+x/a1av9bUrakD96nmMw+K7FfGbFZEr/UopGI5axY/ls4sR0m/LmzZt8Nn48cRMnZm4nTKCTmX83JQFH1vmmS4+8BODSJZgyBdauxdSsGa88/zzVq1f3t1WpYtW6ddhatfK3GWlDCnnPkULec0ymdPfIA9C0KacOHiQmnco4bt++HSpXhipV0mU+iUTif2SyqyTroCgE1auH9cABCpYrx3NNm9KtUyd/W5VqFq1ejWPWLH+bkTakkPccKeQ9x2TyS9yy+OUXIvPkSbfu0VevXsWZP3+6zCWRSAKDrOWRl8munpHZbg8Kge3ttwmKiGBo//683LmzX+s8p4Vjx45xMyYGMujdhLtIIe85Mkbec9I72TUeJTQUm9WKNZ0aBF27dg2rL0srStwjo3TFlWQKso6Qz+TNjXxCJkx0Utq0QQHyZ3Cv1fJVq3C1apXxP9MajRTyniI98p7jJyFPmzbYypZl48aN6TKdzelEv3ev9y70ZJfS1CEr10jSkQyuAjxAiMznYZZ4jJg+nXp165Irg3utdh8+jO2xx/xtRtrRamXVGk+RQt5z/HgXI7ZePbbu2pUuc3Xv1o2Kt29jfPZZ71wgJ3R3lXhGeLgU8pJ0I+sI+UzoXfY5mfHC59o1ShQo4G8r0oSiKFw+fhz9smX+NiXtyNAaz9HrpZBPDX46nym1a7N59+50mctkMjFx3DgMO3fCsWNpHzCzdHdNb2R3V0k6knWEvMRzMuHFjxIWxm1/VK/wIgsXLuS///7D/tNPcOqUv81JG1LIe470yGcsqlfn9MGD6VbmVq/XEx4V5R0hGRwM6VRxJ1MRGiovgCTpRtYR8pnRuyzxnNBQrt+5Q0xMDNN/+IHy5cvzxBNP+NsqjyhdujTBISHqk7Nn/WtMWpFC3nMMBpnsmpEwmwkqVYr9+/en25QRYWGwbVvaB5Ie+dQhc38CDiFEHyHEbiHErfhloxDimUTbhRDiYyHEOSFEnBBijRCirD9tdpesI+QlEoBatVi2ahWPP/44n8e3T79x4wbfz5hBXAbx1BcrVgynVgubNkHNmv42J21IIe85Oh04HP62IuPhxzuMtjp12LFzZ7rNN7BvX8KHDkU3YABcuJD8Tlbro732wcEQG+t9A7MC0nkYaJwBBgBVgGrAKuB3IUSF+O3vAm8DfYHqwCVguRAi1A+2ekTWEfKZMExEkgoqVcKauGX6rVuwdStjP/+chQsX+s8uDxBCULlGDThwwN+mpB0h5HfTU+R7luGw163LnL/+4kJKotrLlCtXjt9//JFGR48SVKoU5saNCW7VitBatQguXhxDRASa0FB0efIgpk1LeSD5WUs98n0LKBRFWaAoymJFUY4oinJIUZQPgNtATaHWof4f8ImiKHMVRdkLdAFCgfb+s9o9sk5DKIkkgZIl1b+TJqmxjOXLg9PJsGHDaNq0KaGhAX8BTtM6dfj3zz+J69LF36ZIJJJH0aYNF9atY+y33/LZkCHpMmVUVBSjP/6Y2HffZd26dWg0GiIjI8mePTvZs2cnLCyMEydO0LlnT27FxeHq0ydd7MoySI98wCKE0ALPAyHABqAIkBu4W0FCUZQ4IcQ6oBYw0R92ukvWEfLySyVJTEwMmM3q46Ag+O476NnTvzZ5wOWrV3FGRfnbDIkk4yCE//qJaDS4BgxgTblyWAcOJCgoKN2mNpvNNGnSJNltRYoU4ccpU+j42mvctFhwvv12utmV6TGZIC5O/ZuJ0egdhOa54m8zooQQiZNCJimKMinpTkKI8sBGwAjcAVorirJHCFErfpeLSQ65COTzhcHeJOuE1kgkiUkQ8fFo48Nqtm7d6g9rPOavtWuxPfecv82Q+AvpmPAco9G/zY3y5UNTqRJr1671nw3JUKBAAX6ZPp3Ir79GO3iwrIjkLWRTqPTkiqIo1RItD4j4eA4ClYDHgW+BH4QQ5RJtTxoPJZJZF3BIIS+RWK3oNm9m8uTJNGjQwN/WPJJLly5x5sQJqFfP36ZI/IWMv/WcBA+pH4nt2JE5ixf71YbkyJ07Nz9Pm0aFNWswFi6MZuxYWa0mrcha8gGHoii2+Bj5bYqivA/8C7wJJCSv5E5ySE4e9NIHHFlDyDscanUMiSSBuDiYOVMVRPPnY71yhcqVK/vbKrfYu3cv+urV1cZAEonEPYxGSKda7inSti07Nm/mZgAKvBw5cjDjm2/44YsvqLNyJUGFC6N9/31Yvx7WrZMdmD1FdnfNCGiAIOA4qph/OmGDEMIIPIEaQx/QZA0hb7OptZclknh0w4ZB587wyy/w0kv+NscjsmfPjrh+3d9mSCQZC6PR7x55wsPRNmnCwGHDuHLF73HFyVKmTBkmfPopc3/4gfaXLlFhyRKytW+PXsbPe0ZICNy+7W8rJPEIIT4RQjwhhCgshCgvhBgF1AdmK4qiAF8A7wkh2sSH23yPGkf/o79sdpesI+Sl91KSCM3NmzRt2hRNt24ATJgwIV0T0NJCrly5cGT0RlCStCFj5D3HZPK/Rx6ImzqVjWXL0qxNG1auXOlvc1KkUKFCvPvmm4waNIgp48cTuXAhmvHj/W1WxkEI+T0NLHIDs1Dj5Fei1opvqihKQqzbp8DnwARgG5AHaKQoSsBfjWUdIS898pJEOM1mSpYsSZ06dQBYs3Ej9gzSLTMqKgrb5cuZp5GS/LHzHBkj7zmB4JEHCA3FPnYscUuX8t7QoRw7dszfFj0Us9mMTqdj+tdfEzxiBPz6q/z8uYt8nwIGRVG6KopSSFGUIEVRciqK0lBRlKWJtiuKonysKEoeRVGMiqLUi68nH/BkDSFvt0shnxoyscBymkxYrVZGDRmC3mRizqxZ9OzXz99mucXu3bsxRkf7p4yeRJJRCRCP/F2qV8c6ahS9+/cP6K7SZrOZ2NhY8ufPz6QvvyT7W28RlCsX5jZt4GHNpCQSSbqQNZSA9MinjszsTTCZiLFaCQsLY+4vvzBq1Cg6Pv+8v61yi1nz5hH32muZ50IrM3/OfIVGI5MPPUWvV506AYTy6qtcqVaNj0aN8rcpKWIyme5eaJQrV461S5bwx6xZdM6VC/PIkX62TiKRZI2GUDab2sFTIknAZCI2vqZ0kSJFKFKkiJ8Nco87d+6wbs0alKlT/W2KxJ8kiNIMktchSQEhsE6axOqqVfl9wQJaPfusvy16ACEESpKL7bx582JXFGytWvnHqIxCFmkKJfEvWccjL5NdPcNfHRDTC5OJOwF8Ozslbt26hTYkBDJTV9fMcmchPTEYZOOezEJICJa5cxkxZgyxsbH+tsZt/lq1Ckfbtv42I7CRTaEk6UAmVmqJkKE1npPZhXy9eqxbu5Y7GazpSUREBLZr1zJXOEpmei3phRTymYty5dA8/nhAV7FJzLFjx7hx5w489pi/TQlsZFMoSTqQiZVaImSyq+c4nZm7iVapUlC5MuvXr/e3JR5hNpsRADEx/jZF4k8CMN5bkjZiX3mF2QsX+tsMt1i7di3Oli0zt7PHG8imUJJ0IGt8C6VH3nMyu5BXFFz//UepUqX8bYnHBGfPDgHaTEaSTkiPfOajRQsOHzzI2QzQIyImJgZ77qTd7CUPEBICGeyuryTjkTWEvMuVuUWpL8jsQv7wYQyu/7N33uFRVF0cfmc3W7IpECAhgYTee+8CAUEQQVH4UKSrqGAHsaCIggWwoCAgIkggKCAKSu8C0kGaFAlFWkJIaGmbbJnvj8mGdJLdTTbZ3Pd55tnZmTt3zm6yM7975txzrFSpUsXVluQbL19fIeRLOkLIux86HfKAAfxWBL3yHh4eGeps6PV6VEUplWdRRZJE6KCgwCkZQl78kPKPmwt57eef06NbN6RiNtEyMjKSmOvXoXZtV5viPIrZ36BIIIS8fUhSkU7baXrmGZb//jvWImajLZe8DV9fX7RHjoh7q0BQBCgZQl4IhfzjzkJ+1y50v//Oq88/72pL8s2S5cuRBw92r3SqQgzkHxEjbx86HaSmnS2SNGuG0ceHv//+29WWZCB9LnmARx99lArXrqGeOtWFVgkEAigpQl4IhfzjrllrkpPxfPZZJo4bh6+vr6utyTd3ExIwVavmajMErkZ45O2jqFV3zYwkYe7UiVOnTrnakgxk9sjrdDq++/JLPL/8EopZwoBCRzgSBQWMGyo1gVNwU4+8x5QpNKpQgW7durnaFLuoERyM5swZV5shcDVCyNuHXq8U6CnCpNSqRcTly642IwOZPfIAgYGBNG3eHC5ccJFVxYRi8D8nKN6UjMquYkScf9xRyCcmYv3kE16aN6/YxcbbqFy5MrrffkMEVZRwNBowm11tRfGjqHvkAWrW5Oyvv7raigxk9sjbOHHiBLRu7QKLihG2olDZVXeVZYiLU/bfuaMsyckQEFD4dgqKLSVDyAvyjzsKeYMBafJkXnv3XVYvW4a3t7erLco3Fy9dwmowuNoM52LL7FBMB1cuoYhP2nQ6SUkwbx5ERkHnTtC9u3396PUQG+tc25xNzZpc+e8/V1uRAZVKhZwpRDUmJob4u3ehZk0XWVXEsVgUgR4XB+fPg5+fMq/Fdq2zvfr4KGLf3x9q1FDmcQgE+UAIeUH2uKOQBywNGiCpVGiLYV2BW7du8e28eST++aerTXEuKpVIEWsPJWXgc/MmPPwI7NsPSDDtS3jzdfjkk/z35elZ9MMcqlThdlQUJpMJjUbjamty5Pjx42ibN8fkjnOp7kdKiiLS0y8WS8bfpCQpAl2vV8R5ixZCpAsKhJIh5MVk1/xjsbjfRSc5Gc+XXuLDceOKpZBfuXIl5kcegfr1XW2Kc1Gr3XbgWKCUlOva19/cE/GghBR9Nw9eeAEqVcpfX8UhXlmrRV+hAlevXi3SdS6OHD9OUtu2rjbD+SQmZhTotoJO6T3pWq0i0n19oXJl5TWn65csw59/ut/9VFBkKBlCvqR4rpyJO2atWbWKYF9fOnbs6GpL7OLM5cukhIa62gznYxPygvxRUq5rF/8jTcTbuHkT9u7Nv5DXaotF2k5V9epcunSpSAn5zPOKypUrh27HDpKKy73CaFTCXGxLfLziWbd9LptQ9/S8J9IDA5XQF0d+a6IolKCAKRlCXpB/3NFD2q4dly5cID4+vtjFx1+/fp01y5fDiBGuNsX5CCFvHyVFHNSpDchkEPPly4M7DmpTSa5fn1NnzhQpp0PmGPmBAwawcv16ImbMwPrqqy6yCkWgx8ff857HxWWf0UmvV0S5jw+EhCivhRW6VFIG3QKX4P5C3mwuHt6CooY7CvngYKSePXn0qaf4+tNPadCggastyjNp3jB3nOAohLwgN157VQlN2LBZee/rA2++oUwOLEqYTIpg83D8tmrq1Yt1b7/N88895wTDnIMkSVitVlSp91O1Ws0XH31E/6FDMXp5Qd++ULas806YnHxPmNuW7Ip56XT3BHrFivcEuhDPghKC+wt5k0l5nCrIH+4o5AHjwoUYJ01iya+/8kkxEvIBAQF8+umnfDRmDElduijeJXdBrXbPAYrAOXh6wto1sGqVEmbTswfUqeNqqzIQuH8jH6x7iSRZw6Qn5nOroYMpGTt14tK5c8TExFCuXDnnGOkgBoMBo9GIIV3WrCpVqjBjyhQWLF/O/ldewTxrFgwblnMnJhMkJCgCPf1rdgN5rVYR5d7eEBSkZMfR6YqnQC8pT88ELsH9hXxKSuE9PnMn3FTIo9FA//7s6NHD1ZbkmzijkeSICPjlFxg0yNXmOA+VSnjk7aE4Chp7UakUj68zKIDvrdU/63g25BIAq46t5U9HhbxOh6ZbN3bu3ElfZ31uB/H09CQxMTGDkAdo2bIlt27d4tDRo5irV4cjRxSBnnkugiwr118vr3se9KAg5b073mvSY8uWlF0ueYHAQdxfyAuPvH1YLO4ZkmSxoHv/fVq1aFEg3V+7do2dO3fSokULPJ140f7vv//4YsYMrNu3Q5s2Tuu3SCBCa+xDePmKDLsbP8bXq7dgxIPD/R51Sp+Jjz3G6h9/dImQN5lMGI1GkpKS0l4vX76M0WjE398/w8RXSZKYNG0aydOmQZUqigfd21s40NLj66sUexJCXlAAuL+QFx55+3DHvN6yjOaVV6h1/TqfffttgZziwMGDrFq5kir16zNlwgTq1avnlH5nLViA6fXXoX17p/RXpBBCXlCYOGkAFHhsN62jj7MnsCnRzToxtulRZYezPP4PP8yRUaNISkpy2ClgsVjSBHn6JSUlJcskVlDi3z09PdOWUqVK4efnx61bt6hdu3aW9hWqVuVMhQrKJFJBVkqVUibjBga62hKBG+L+Ql545O3DDUNr1DNnUn7zZuYsWFBgeeRtnqqL//zDgAED2LRpE4GpF29Zljl9+jT+/v75jns9evIk1rffdrq9RQIh5O1DVMS1D1tVXEeeOJrNvHN1Fc90CWTO5l8ZW7+l8/8OZcqg7tKFeQsX8vILL2TYZbFYSE5OziLOjUZjtsJcpVKh1+vThLm/vz+enp7odLosaSVzIjk5mWvXrmXZbrVaFSFx+bI9n7Jk4OsLkZGutkLgpri/kE9JEY+z7MENhbx+61Z6hYYWaOrJXg8/zO49e4iOigLgpZdfZvmyZURFRTFq3DiuxMZijYtD4+FB1dq1Gf7443S/T7l5s9lM1IULULdugdntUoSQtw+NRjgq7EGnU+4LjkwYlyQSzIoAtr3ajcWixE8nJt57TV1PGjiQBc89R8WAAEJCQtJEuiRJ6PX6tKV06dJUqFABnU6H2onX7ZiYGCIiIjh79ixXrl+nRePGWdrM/O47zqvV7jVvx9l4eytZdwSCAsD9hbzJpIyGBfnDDYV8wgcfsHDoUGQPjyweLmehVqtZuGABq9et49tvvuHs5cu8/u67BPr5cbFJE8w//ACSRMrVq5w4eJDxr7zCiX//5bVRo9LSumXm2rVrqH18sLjrgFSlUtLECvKHVqsIUiHk84der+Qed0TIq9V8VncIq3ce4njDnve88elFeXphnpSUcyEqlUpxNhkMyuLnBxUqKOsaDeZbtwibPZsVCxc6VaTnxoEDB5g2ezYR//6LrkEDUho2xGIwsPqzz1CpVCz54w/q16hBg1q1WLRyJcZDh8T/YW5IknhyJigw7ivkJUkaDTwPVEnd9A8wWZblNan7ywNTgO5AaWAH8LIsy2fT9VETmAfUBJYBb8iybE3dtx3oBAyWZXlxumOGATNlWXbMfSpudPbhjo/smzTBOHkyc/v0oVf37lSrVq1ATrNx2zZ+WLMGLl7E6u/PrjFjUG3Zgjk8/N7j/OBgCA7G2LYtPz/2GBFvvsnnkyZlyQgBEBQURGC5clz69Vfo169AbHYpanX2BVwEuWPzyAvyhy2DSOnS2e+XZeX/MSlJEfxJSRmX1O/8LrBbHQz/RSoLKL9vg+GeMPfzU3Kbe3raPVdLfu45ri1ZwhdffcWoF14o0CeKR44cYdqsWfwbGYnxgw9g0CBM6fLix+n1vDt3LkkvvsixVatI+fFHrDt3itjvvCAmpwsKiLx45K8AbwFnARUwFFgpSVJz4DiwErACjwF3gDeAzZIk1ZNlOSG1j2+B5cBO4DPgSWBJunMYgcmSJC2XZTmbig8OYDKJya6Ce6Q+Gh4xejTb161zevfx8fHMmjuX5MOHoXJlAJJnz875gPLlSdq+nf3PPsv/hg9n3tdfp8XU21CpVNy+dQuymWTmFojQGvuweeQFWZFl5X8qvRC3rZ8/r6znJD4lSfluPT2VRa9XCh3Z1gvbMaRSkbRoEb+89hrLevSge/fuvDd2bLaDfnuJiorincmTOXHuHMYJE5Rc8NncN+U+fUj88ksAjKNGwZUrUKmS0+wQCAT5575CXpblVZk2jZck6UWgLYoAbwM0kWX5KEDqvijgKRQvPIAfcAg4AVxE8dynZynQAxgNfGnH58gZ4ZEXpKdSJTCbuVlA/xPb//wTeveGqlXzfpBOR3JYGFemTeOJQYP4dMIETCYTEefO0aZ1a44cOYI5KAgaNiwQm12OEPL24c5CXpaVKp5Go7Jkt57d/0z6CcBqtSK8bQLcywvKlVNCLRMSoBgVhKNSJZJ+/RUiI9nUuzfd9u0jNDTUKV3v2rWLsRMmYHz5ZSwbNihzCPKCSiVEfH5wtyfcgiJDvmLkJUlSA/0Bb2A3YPvFG21tZFm2SpKUDHTgnpAfD6xNPW4PMDZT1/HAR8AkSZLmy7J8O38fIxeER16Qivqzz7A0agT//YdstfLAgw/y288/O7Vy4t34eJJbtsz/gZKEZdw47taty7jx45FCQkiMimLmjBl4tmtH0vz5TrOxyCGEvH1oNEVTyJvNil3JyRkX2zaj8f52S5IiKPX6e68+PuDvf++9vfHiajXcumXfsa4mKAhL+/ZcunTJ4a7MZjNfz5rFz2vWYFy+HDp1coKBghzR60VRKEGBkCchL0lSQxQBrkcR3X1lWT4uSZIG+A/4RJKk51L3vQ4EA0G242VZ3pgaS+8ny/L1HE4zF3gNeDt1cQ7uGOstyD+3bmF55x28y5alSYsW7AIS2rRh3o8/MvB//6OSkzxLvl5eqG7exGpvB717k9C7t7K+fTuEhpL0/vvQpIlT7CuSCCFvH1qtIgycgdmcUWxnXre9h5yvqek94VqtIrhtiy1e3PZeq3XdddkmqIopppo1+XfXLof6iI6O5pV33uGctzfGv/+GgIC8HajVKv8LefXaC+7h66vkkhdCXuBk8uqRPwM0QQmJeQJYKElSZ1mWT0iS9ATwAxALWIDNQJbgY1mWU4CcRDyyLJslSRqf2vfM/HwItm9XvFO2Rau993rjBkRHZ9zm4SHEfUlj0yaaPPAAi2bNAuAtb2/Wbd9OeGws+44c4bfFi+/TQd6oXLky2mXLML79tiJcHKFzZ+X/t1Qpp9hWZFGplLzegvtj83anpCiVIi9fvpdO0WS6t89kUgZHtgl2tutddu9zEt+ensqE0KIgvp2JVlu8JwlXqsSl1PS29rB3717eGD+epFGjML/3Xv6ebHh5KWFJQsjnH5uQL1/e1ZYI3Iw8CflUER6R+vagJEktUTzvz8iyfAhoIklSKUAry/INSZL2AQfza4wsy8slSRoLfIgyMTZvdOp07wZnu5nZXpOTFSFvMmXcl/lGlt0r3EsbZRsI2BYPj3uv6dfTvzpScMTVuMMNOz3NmvHvyZOYTCY0Gg0vPfMMa1esACDi6FGeHzOG/j170rFjR4eKRTVs2JCHrl5l3fvvkzIzf+PRbHFi2E+RxR088larcl0xm+9dazK/z25f5gFMZsFt22Z77+GhXIts8fF37yr7fXzuOSpsi5ulj3Ua6b/P4si//1KtQgW7Dj1//jwvvfUWycuWQdeu+e/AJuTLlLHr/CUaX1+4nqMvUyCwG3vzyKu4Fx8PgCzLdyAt1WQL4H07+x4HbAFu5vkISbonsDPz33+OT2qyWu8NADLflJOTIT5eeW/bZlvPTZzkNGiwbUs/KFCr772mX7/fNrXafkFenG902VGjBlLt2uzcuZMuXbpw/fp1DA0akLhjBwC7f/mFQ198wdMnT/L6K684dCpPvR6TSMeWd5wh5K3We7852+/vfu+zW8+J7MRf+m0qVdZBfvp1gyHjdts+Rwb7ycmK3VWq2N+HoNhh2LuXFs2b23XsomXLsLzwgn0iHhQhf+eOfceWdHx83LIolEpjRl8xxtVmlGjykkf+M2ANcBnwAQYCnYFeqfv7AzEosfINga+BlbIsb7THIFmW/5QkaT3wEkqojutRqZS4SkcKiOQHWc44MLCJjPSvFsu9G3n6bZnbpSc3T1TmAcXff+fcRqVSxJdKlXE9r9sy77c99VCpMr7mtm4HCcOH89PSpXTp0oXIyEioX/9e+Mtzz+Hx++/UqVnTrr7T89ehQ8gjRzrcT4FhtSp/R6vVOeu2/z2rNW/rkHHQajLBqVPKJMicyOl/N/3/ZPrBbOZ1myc7u33pB8DF6UmUyCNfIpH376fhsGH5Pi4xMZHVa9diPnrU/pN7e8O1a/YfX5IpTtcWQbEiLx75QGBx6usd4BjQU5blDan7g1BSRpYHIoEwYJKDdr0NHAUcn5FUHD3L6Z8wuHJiTOfO2W+3CTObmEsv1nLaZhtcZN5mE4XZvea2nh9sYi8wkIO7d7NlyxYOHz6spFravj2tWfKff6Lq3JkDBw5kKIUOIMty2nrm97a2JpOJtWvXcvXcOaWa4/btWZ+2ZLYpt3V72uUlbCD9gMkZ6zpdxoHZ/dYzY7UqIltkzcgfKlXxvL4J7Of6deS7d+2anL969Wqkjh0hJMT+83t5KU+gBQJBkSEveeSH3Wf/N8A39hogy3LnbLadAJwT4ClGwfaRm0CwibhiiMdjj3E2IoKL0dFYhw3LMFjRpnrjmzRpgiafKUuTk5N54Y03OHbtGppXXyW5WzcnWu3mCEFqP+J7K1ns3Emthg1R5fP6K8syPyxbRtK33zp2fjExXSAochRPNZYfxI1OkA7jyJHM/v57Tvr4QK9eGfYlvvwyY8eOZeQbb+SrT5uIP+7vT8qcOSR/9pkzTS4ZiN+pQJCRzKFmO3eiHzWKkU8+me+uTpw4wU2jEbp0cdwu4RwTCIoU7i/kxUVHkJ5OnbDGx5O4enXW3MlDhsD+/Zw8fjxtk9lspmHDhnw1cyZJ2eSeTi/ik3/+WWQKEQiKA0U1c82dO+gHDsSzcmUkb2/0wcEY/vc/PHv3xqdfP7766CM62RGCVrFiRTRJSRlCCQUuQMxrERQA7i/ki+LFWuBaPHKIKFOp4Pp1qtepQ3JyMmPff58O3bqhqVePJTdv0uPxxzl+/DjW1EfLycnJvDhmzD0Rn1O/AoGgaGFL31mUMJvR9+/PgykpLPv2W/4+dIjlc+bwbuPGvNmsGVvXrKFDhw52dV2mTBneee01vKZMcdxOcU+1Hx8fJWWsQOBEhPIQCNJz7hz/HjtGixYtlPdnzkCtWpiA5C+/ZODAgdRr2ZJP33uPyV9+ybFy5Uj+6Sch4gWC4oStumtRKGxkNMIvv2D49lvqeHgwaepUPFKvJ1WqVKGKk9KLNm7cGOvs2U7pS2AntqJQZcu62hKBG+HeHnmrVYQ6CPLHqFEkr1mjrE+cCLVqpe2SX3kFqVs3TvfqxeMDBtwT8fmcGCsQCFyMp2fu6U4LCdXCheiCg2n83XdM6t+fed98kybinU3FihUx3bjheNYZMeHVfmxCXiBwIu7tRkxJESJLkD80GqhZE023bpgyp9/08EDeuBEZ4LnnsAQECE+8QFAcsXnkXcn+/ejHjmXx999T0wn1K+6HWq0msFo1rpw6BS1b2t+RwaBUd/XxcZ5xJQUh5AUFgHurkJQU2mi1jIqIoKzJ5OaPH5xM6dJKkZ5CxAL87eXFh8HBmF2Z3jIwENPG+9Qzs7NEukAgKAJ4esKtWy41Qffdd4waNqxQRLyNGtWqceXkSceEvJeXEPL24uHheBVrgSATbi3k29y9ywSdDv8KFZQLt8hgk3fu3lW8B4WJ1coDV6/SPyaGnzJnlBEIBAJnUQQ88uqICGJr1cpSbK4gaVitGrtOnMDsSCfe3oqQF9iHmCwscDJu7aQedfcu/hUrKo8ChYgv+qhUeJUvz2N37rjaEkFhI36fgsKkCMTIJ4aF8fORI4x87TXuFNI1r3q1auhPnHCsE5tHXmAf4loncDJuLeTLWiyK50VQfNBo8DY75C8SFEeEl8o+xMRD+ygK6ScrVybpr7843KABfZ58khOOCuw8UKNGDSwnTzrWiZeX4xNmBQKB03BrIa+SZZG1prghSe79TykQOBNRYMY+ikpBKK2WlK+/5uZXXzH85ZfZsnVrgZ4uODgYU3S0Yx51vR6Sk51nVElDksTgW+BU3F8zicdY+UeWxfcmKFzE/5t9FAXPcglE/89x/Ff96jzPdL9+JD//PP846i2/D2q1mvJVq8Lp0451JH6v9iMy1wicjHsLeSFIBYLiQVHwjhZHhEe+0Km5dDHLJjzPnkWfMfqlIXD7tlP69Tx3jsohIU7pKzcqV64MZ8861on4vdqPEPICJyOEfBFl4rBhtJQkJj/7bJZ934wbR0tJ4vVHHnHqOQ/v2MEbffrwcHAwLX19+ePHH53av0AgcDJu7JFXx0TTb803vLr5C+ruWGl3P7oLZ/H/c53TxNPD21bTSG3BQyUxNuEKNVf94pR+VefPExwc7JS+ciMxKUmkjnQlPj5CyAucinsLeSi2Qh6gfEgIm5YuJSldPKPZbGbtokUEVqpkV58Wi4WUHOIbk+Ljqd6gAWO++gqdp6dd/QsEdlGMf6cuxY098k/uDmNhN4lPOmpZXPEkZY/uy3cf1fZt5I87iznb4h/e3z4VdUy0w3bd0RnS1u9aIL50GYf75M4dUs6coVq1ao73lQuyLHM9MhJEel/X4esLcXGutkLgRri3kC/GHnmAmo0aEVKzJpuWLUvb9teaNej0eppnrjqaCzejo1m7aBHjn3qKhwICOL5nT7bt2j/8MKM/+YSuTzyBypUFmQQlD/Go3j40GvfwyFutdFg9l3c2fULv36dDQgI1PO85HOqE+OAfcznf3fa58zft6pbGw0PNWw+VpeGRLQ6b+svI1/nMryqLPEozumUPIvv0dbhPaf582rZvj5+fn8N95UZYeDi3DQZo1MixjorxfdXl6PUuT30qcC/cuiAUUOwvOH2eeYY/5s+nz/DhAPw+fz6PDB/O1fPnczzGarVy8sAB/lq7lt3r1nHq4EFCatakQ69efLx0KY3bt8/9pEJUCQTFA63W5YWNnEHd7StY0eEWXp6eyLKVvlvC2CwF8dzdWPx89SzaHcOFuo/lu99b5ntZy5KSUrirzvSk0Q5nT3z9hsz57ud825IjFgv6r7/m2cmTnddnNhw+fJgZ8+eTvG8f6HSOdabVKplrHO2npFLMdYmgaOH+Qr6Y02PgQL4ZO5ZLZ89i8PFhz/r1vDljBnMmTMi2/ZqwMKaPGUPC3bs0Dw2l56BBfPzTTwRXr17IlgsEggLHTTzyFa3xeHlqAZAkiRBdMgu6vsADu9bin3KH47V6kVwh/xNBlzV8HN+N4VTXGVmbWJ7zffrc22mbX+BqMbp6NUGlS9O4ceMCO8WNGzd4+a23SP7xR6ha1fEObUWhXP3dCQQCIeTzSrLRyIXjx6nasCG6Qiwy5evnR+e+ffl9/nx8SpemeefOucbH+/j5ERAczNmjR4mNiiI2Koob164RWLkyHh55/HMLj7xAUDzQat0iRv5QcFPWH/mNHk1Kc+JiHH96tQJJ4sIDvbjgQL9JIdWYEfJ+9jtt1V1dLEYNX33FyKeeQiogL63JZOKlceNIfP55ePhh53Tq7a0I+TJOmB8gEAgcQgRC55ELx48TqNNx4fjxQj937xEjWBsWxu/z59N7xIhc23bs3Zvwv/9m7dWrPPnKK1w+e5Y3evemW7lyvN2/P7/Pn0+CmGgjELgHbuKRv1WnCcP9n6LdriB6pfTgfNseeT62ydzpvDXqcZ4e9wy6SxfzftKiEKt87Bjq06fp3r2707u2WCysW7eOR558kvMVKmDO4SmuXYjqro4jHGYCJyE88nmkasOGaR75wqZV165otFruxMTQ+bHH8nRMuaAg+owYQZ8RIzCbzRzbvZu/1q7l56+/pmL16jTv1Cnng8UFRiAoHmTjkdf/exLDjShutmjvcm9zfoirVodj1epku6/l1qU8bTnLxoTSrH10dFqMsf/mdczb/iMVPIB4kGdOZsnUeXk7oaeny+cXqMPD+d+jj6LRaJzWp9lsZt26dXw9bx5x5cqR+PXX8NBDzo3L9vKCK1ec119Jwxaa5O3taksEboAQ8nlEp9dTp2VLl5xbkiSWHDuGLMto73Njvh0Tw+2YmCzbywQE0HvYMHoPG5ZjaE5ifDyXIyLAZMJqtRJ16RJnjhyhVJkydqe7FAjyTDHPMuUSVCqwWNLeNvrzN+YFnaN2Ex/G/bGb7x4Zq3ieizmDrGd5oUsF2p++ztrISKhQAQC/yCuKiE+lYsKtvHeq18OdO062NH94HjxIsyeecFp/GzZsYMrMmcRXqEDSd99B164F85uyCVGBfdiKQgkhL3ACIrSmmODl44O3r+992/00fTr969bNdfln//5sjz118CCDmjZlUKtWJCclMfeDDxjUtGmOE2sFAqehVoPV6morih+ZRNqTKWdoXL0Mer2G6Y8GErJ7k4sMcy4b4ktz9NR15p60ZMiBfv7BXsxVlwfgslliQ9POee/U1R55WSblyBHq1q3rlO6OHDnC+KlTuTF/Pkm7dsGDDxbcwFilEk9uHUFUdxU4EeGRL6JMvE9V1Zz2vzh5Mi/amcaseefOHJBlJW5UkorVY3lBMUelUoS8Wn3/toIcuWW+55u5cTuJRO/SrjPGiax9dLTiie8bAOkm7ZuDKjD5kwWEb1nLrQqViOmSj1jzgoiRT0iAv/6Chg0hKCj3tocOoVWr8ff3d/i0iYmJjHn/fZJnzYLQUIf7ExQwvr5wOf91EQSC7BBCXpA9IsRBUJio1UqIiBNjhUsi86s9hG79GoJ0Fn5OqUjsww+42iTnIElp4TSZMQdV4OygZzNulGUa/jiTVhf+5lS5yuweNT7DAABQHBU5VLm2i4MH0T32GCEBAVy+eBHLyJGYhwxRRFtQUMZB6qZN6AcO5L1x45xy6mnffMOdtm3BiWE6ggLEYBChSQKnIYS8ICvikamgsLEJeYFDxNZuzOTaBZePvLhQ/dfFLN81k3IaMEXu4vE5ava89F7GRpKUt2tdXuZu/PQT+pde4rMJE+jatStRUVFM/+47tnfsSEJsLMyeDS+8ABERqBYswHPuXGZMnUpLJ8y72rdvH6u3bSP5xAmH+xIUEpIknGUCpyFi5AXZIy4ygsJECHmBE6lyLYJyqQ93NGqJmrE5hzEEHN1D0y0/4RtxMvsGKhXMn5/9PqsVj/HjKTNuHIvnzqVr164ABAYG0v2BB0CSUL/3HpjNeLVpg1fbtjxx6RLLw8KcIuLj4+N5c+JEjN9/D35+DvcnEAiKH+7rkRcT5+xHZA8RFDZCyAucyIlGHTj890qaaY1cTZE4UKtFtu0qntjLyh4m6nbwYcPRUzx3ui836zTN0EZVqxbWZ56BQYOUdJ+gXCP37UM/aRJVr19n9uLFlC1bNu2YnTt38taUKRhXrUL/4os08/Nj2JAhtG3b1qmpJid9/jmJDz3kvEJP+UGSlPusSvgD7UI8+RY4CfcV8iaTEKMCQXHBNtlVIHAC1zt1Y5DHV9Q98hcXqtTlUq9+2bZrlHyFupVqAPBQYz+a7jzClkxC3qNiRVL+/VeZv3HuHOpFi9AuWoQP8L/evRkxeXIWcX74yBGSR4yAdu2Q6tenV+3adOzY0amfcceOHWw9eJBkFxQpBO6loPTxcc35iztCnwichPsKeTeodugyhEdeUNgIj7zAyUS370J0+y65trlu0iDLMpIkEZeQzFWP0hkbWCykbNsGgC4wELXFwsM9evDExx9Tv359pByuk9t37kQ+dQomTSKpc2d2rF7NE06ciHr79m3e/ugjjEuXuk5ICyHvGDqdkv7U09PVlgiKOe4r5IVH3n7EIz9BYSOEvKAwsFrh6lUICQHgcOPuPLkpgnr6BP4yBXC652NKO7NZ+Z/8/Xcq1q7NuuXLuXLlCoGBgXkKjalatSoXW7fGDBAaysGJE9MGDM7guwULMD7+OORWobugEUWhHMPXF+LihJAXOIz7CvmUFCHkHUF8d4LCRAh5+xG/1bxhsaB99lnM4eFIn3yCZcwY8PRkTeeXWWP7DmWZJ6c+S98akJhk4vt5+3n+3XeRJImQVPF/P+Lj49m5Zw/mI0eUDTVqkAJcvnyZSk6qkH3u2jVMw4c7pS+78fJSBkUC+7AVhUpX4ExQMEiS9A7wOFAbSAb2Au/IsnwiXRsJ+AAYCfgB+4DRsiz/U/gW5w/3FvIC+xAeeUFhI4S8Y+QnHO7mTbh2DRo0KFibXMn69VCmDDRuDDt3ol2+HGnVKurWrMnE5csZO2ECV3bswNisGZw4ofzvPfssAet/ZVwPf2rVVsSVbLFSp06dfJ16xW+/QdeuYBPtkoTK0xOjE4tP3bx1C5xQSMohhEfeMXx94dw5V1tRUugMzAIOABLwEbBZkqR6sizfTG0zDhgDDAPOABOATZIk1ZZlOa7QLc4H7ivkRWiNY4jvTlCYCCFvPxqNcr2zZVTJDlmGCxfg7l30TzyBnJBAckQEeHsXnp2FhLRgAb7jx2Pw8SHq3Dkq1atHny5deOiHH6hcuTIAy378kW/mzOHI5s0EBgQQefUqJ/ftQ1PeG78297zmvj56rl27So0aNfN0bovFwvwlSzD+8su9jVeuwO3b1KhRw2mf8VZsrOs9uXq9cwtqlTR8fBSPvKDAkWX5ofTvJUkaDNwB2gN/pHrjXwM+k2V5RWqboUA0MBD4rlANzifuK+RFaI39iMmugsJGpVLEqCD/ZBbyN2/CmTPQosW9SrmnTkH9+niVLcvYV17h0D//sKVpU5KmTIHHH3ed7c5m1y4833yTsPnzqVatGkajEb1en6WZRqNhzMsvExERgZ+fHxqNhg+nTePk5uOsrnWHR/s24u4dI5cv36J1y8A8n37r1q0YK1aE1q3vbfzzTxo1b47KiWka42JjXe+RB/H01hFE2k5X4oNSR+lW6vuqQCCw0dZAluUkSZJ2AO0QQt5FmEzF+odyeMcOFn/+OacPHeLGtWtMWLCA3sOG2d3fxGHDWLNwIY8+8wzvzZuXYd8348axaNo0OvTqxVerVzto+T0WfPop2379lUtnzqDR6WjQpg2jP/2UGu78SF9gH8Ijn5ErV5DCw5GHDYNy5ZTvJye0WsVx4eUFERHou3WjtIcHN2/cwKNTJ5IaNkT73XeMePVVRj37LABP9O3Lvn37eOHpp7HcuZO7N7+4cOEC+n79+GLyZKpVqwaQrYhPj06nIzk5mbJlyzJy0KNYieDK5f9Ytuww5cr44GVoik8es7JYLBZm/vgjiePHZ9xRty7/HDtGYmIiBoPBro+WHpPJRHJcHKTLWy8oprjBQEjSqlBXyv13VvAklZMk6WC6DXNlWZ6bywFfA0eAPanvbaP165naXQcqOsXEAqT4Kt37Ucw98knx8VRv0IAxX3+Nzo5Z7fF37xJ3+3aGbeVDQti0dClJ6eIazWYzaxctItCBSVgWi4WUbB6xHt6+nX6jRjFv925mb92Kh4cHox98kDs3b2bTi6BEI4R8BjxHjEB++22kihVzripqw+aRB3TTpjHwwQfZ9NtvbFi5kvfatOGJCxdY8t13aSIeQJIk2rRpQ5kKFeDs2YL8KIXD3bt4PvIILw8fTocOHfJ8mE3IX78eSUDQKXo+XIrnnm9EOb9K1Kg2krZtHs1zX3N++IHI0qUhc5rJZs0whYayYPHiPPeVGxs2bEDfunX2gzuLpXDFYTG+xxYJxPfnLGJkWW6RbslRxEuS9CXQAXhCluXMN53MPx4pm21FDvcV8sU8Rr79ww8z+pNP6NqvX54fyVosFvZs2MB7AwfSIzCQf48ezbC/ZqNGhNSsyaZly9K2/bVmDTq9nuadO+fLvpvR0axdtIjxTz3FQwEBHN+zJ0ubGRs20Gf4cGo0aECNhg35cNEibt+4wdG//srXuQQlACHkM5DSqRNtunTh66++wmvBgtwbazSK4+LkSay//krTxo0BKFeuHL179+aDd96hVq1aWQ5LTk7mxvnzcOhQxh1nzsCCBRAZ6ayPU7BcvIiuf3+61a9P3z69Wb9hNgvD3mL5ismcP38i10N1Oh0pKSlcv36ZunVLpW0v7QelSpXK5ciM/P333/y4dClJS5ZkFdgWC9Lly3g4oaKrxWLh6x9+IPGDDzLukGW6LZvM/NWD+HD5M/ifyHo9LhDcwKPsUmRZfIeFiCRJXwFPAV1kWT6fbldU6mvmOLoAsnrpixzuK+RLUNaac//8wzfjxtG7UiXeHTAAvZcX36xfT7NsKgn2eeYZ/kjn4ft9/nweGT78voMeq9XKiX37+O6DDxjaqhU9AgP5YfJkygUF8fHSpTRu3/6+dibGxWG1WvH188v/hxS4N0LIZ8DSrx/7d+6kTZs2isc8IiLnxlqt4rhITsYUE0ODPIau6XQ6ygYEoJ41C8LC4O+/4aef0PfsScPZszH0y74aapEgIQHCwvDq1AnPZs14tHx5Jr7zDnv3LUOjjeWd97rTuk159u5fhjWXisFarZbk5GRq1KjPxg03AEhJMXMj2ivPpty5c4dX330X49y5UDGbp/ApKZiPH6dLPp4U5MSmTZu46+cHDz6YYXvgjjUsaPYv/Vp58voDMOTMTw6fS1AIaDRKzQJBgSNJ0tcoE1e7yLJ8OtPuCyhivlu69nrgAWB3oRlpJ+4bI+/kCZsWi4X4O3fwLlUKdW7xqoXE7dhY1oeHszYsjLPHjtG2Rw/emD6djn36oNXpcjyux8CBfDN2LJfOnsXg48Oe9et5c8YM5kyYkOMxa8LCmD5mDAl379I8NJSegwbx8U8/EVy9er5s/uLVV6nVpAkN27bN13GCEoAQ8gB4TJoEsbGod+3iudGj8fT0pFePHqxYuBDLpEnZH6TVQnw8NG2Kvl8/tm3bRv/+/fN0vt9/+41ff/2VA0uXcmbSJCpXrswjw4fTrVs3HujaVRkgOMGT7BApKTB3rlIJMygI3a+/Iv/6Kw2aNOHpRx+l81dfoU2N8Vdr7lK9enk8PbW0blONbVv/JSUlJcdYeZuQNxi8qBTcl5UrDgBetGzxcJ5Mk2WZtz/6iIRHH4VHcwjD8fTEMmkSE6ZMYcn339tdFMpqtTJ93jwSv/wyy71Nm5KIl/6eX86gKiRxqNMpmWtyuecIcsGWS17MdyhQJEn6FhgMPAbckiTJ5nmPl2U5XpZlWZKk6cB4SZJOA/8C7wHxwBIXmJwv3FfIOxGLxcLf69dTpWJF/r56laY9erhczC+bMYPvP/yQRu3a8evZswSlplW7H75+fnTu25ff58/Hp3RpmnfufN/4eB8/PwKCgzl79CixUVHERkVx49o1AitXxsMjb/9CX73xBkd27eL7Xbtc/t0JiiAqlVJ1syRz7hza6dN5cfhwrJ07M3TwYACe6N2b38eOxfLee9kLJltozc2bSGfP4p+Pap++vr4MGzaMYdnsKxMURPQ//0CTJnZ9HGQZ/v0Xdu5EfeYMlueeg/QhPn//rXyeChWgVKmsjhdZhiNH8Bw2jHq+vpTz9+dyVBTd27alz2+/4Z9N1hazSUtQUCm2bjlNSoqZ0qXK5TrhVa1WI6eGNpQuXYYmTR7KsW12LPvlFw5FRpKyalWu7ayjRnHuhx/48ccfGTJkiF3XwG3btnHLYICePbPsu9TxUV5ZuouJTW9w4rrETwF98t2/XdhyyQshbx9CyBcWo1Jft2Ta/iEwMXV9KuAJfMu9glDdi3oOeRBCPk/E37lDlYoVaZR6Q0u4e9fl4SF9R47EQ6NhTVgYA+rXp3Pfvjw8eDAtu3a9702i94gRfDh0KJ7e3jz/0Uf3PVfH3r3p2Ls3MZGR7F63jt3r1vHGrFkAtO7WjXY9e9K1f3+8csju8OXrr7Px55+Zs20bwanZJASCDJRUj3xcHCxbhseJE3hs307vRx5hWKbsVHXr1qVNw4bs69CBpF9/hcwVRj084Ndf0X37Lb26daNdu3ZOMa1Pjx4sfuwxjHPmQI8e+Tt45Ur0L7+MHmjWrBkh5cqxrG1bePBBzIGBqC5cQH/oEDpPT25HR2MxmdAFBqIKCkIOClLCUfbvRydJvDF6NI8/9liePNktmj3Jvr1LqVPXh/8uJtK+XcFVP7127Rqfz5yJcdcuJad6bnh4kPTTT8x57jnCV67kjeef56GHHkKtVmM0Gjl//jxnz57lVEQEJ86fR+PhQZ1KlahZtSpJSUn8dfQoB/buxbhwYfZPmnU6Fg38kuUnj2GsHwhBFQrmQ2fGy0t5GlSmTOGcz93w8VHqDAgKFFmW73vxkJUR/UTuCftig/sKeSdOIPEuVYq/U0tRX7x6laYNGzqtb3vxr1CBEePHM2L8eI7v3cuahQsZ/+STaHQ6Hho4kIcHDaJ206bZHtuqa1c0Wi13YmLo/NhjeT5nuaAg+owYQZ8RIzCbzRzbvZu/1q7l56+/pmL16jTPxhP4+auvsunnn5mzfTtV8lkhUVCCKIlC3mJB378/9eLj6diyJdVGjKBtNmFnkiTxzWefMe/HH5nbsiXGJUugSxdISoIdO9B//DGlr1zhq6+/znN8fF549YUXaNGwIeOff5741q1J/vprCArK/aBbt9C9/DI+u3YxbdIkWrRokbbr2eHD2bRpE0ajEXWDBjz23ntp6RgTExO5ceNG2iJJEo1efpmgoKB8haKUKVOODu1GkZCQwAPtvfJ0rL2hLpO++ALzyy9D3bp5O6BePRJ37SJx82Y+fO89Pp8zB1Qqbl69ir56deT69Uls3Bj69gWzmYOnT+N5+jRWrZbkAQNgxgzILZzRwwNjo2Z2fRa78faGW7fu306QPTaPvEDgAO4r5J0YH69Wq2naowcJd+/StGHDQgkNSYyP53LqBDer1UrUpUucOXKEUmXKZAmFadimDQ3btOGN6dPZ+ccfrF64kKGtWjF761aaPvBAlr4lSWLJsWPIspxrPL2N2zEx3I6JybK9TEAAvYcNo/ewYdmG50wZPZp1ixYxbeVKfPz8iIlSJoYbvL0xuGFFSYEDlEAh7zFhAtVv3WLenDlo7hOHLkkSzw0fTsO6dXn9qaeQa9Yk5cgRqtaty6Ndu1KnVi2ningb7du3Z90vv/Dt99/zc8OGSI88QnLVqsh160L//hmvs+vWoX/2WXp17sy4Zcuy5EwvXbp0jrH7BoOBypUrp1VedQRJkvDOx/VFtsPps3fvXg6ePo155cr8HShJ0K0biQ8+SOK+fYoQrlWLhBzy+Cfl27JCxstLeJQdQUx2FTgB9xXyTk7ppFarCzWc5tTBg7wQGpr2fu4HHzD3gw/oNXQoE3/8MdtjtDodXfv1o2u/ftyMjkaVy4AjpzAYIMsg6Kfp05n/8ce52jtn27YsKSx/SQ2/GdW1a4btz33wASMnTsy1P0EJoyTFyB8/Do0aYQa+3b79viI+PW3atGHlkiWcOnWK5tOm4ePjgyzLHDx48P4H24mnpydjX3mFJ3r35tChQ5y/eJFFEyfi9emnSAAWC3JKCtqEBKZ99BGt01c1dUNMJhMTpkzBOH062FHjA1CusW3aONUul2CLkRcIBC7DfYV8Mc4hD9C8c2cOODAYKRMQkOF9TuI/2/2Zzvvi5Mm8OHlyvm1wxH5BCaOY/17zReokze7du1PWjklu5cuXp3z58mnvJUmyy6ucX6pWrUrVqlUB6P3ww6SkpODh4YFarUalUhESEoKnvcK2GPHTsmXcrlIF8hGW6LaUpAG4QFBEcV8hL0SkQFC8KCm/2fLlUXt6MimndJLFgLp5jQt3Qw7+8w9JgwaVrMGnQCAosrhvQShxkRUIBEWRqCh0np5ZYsgFrkGSpFyLRqXn9u3bHDt69P6TfksS4l7rGCVwfpDAubivkBcIBIIiiHrOHFq5Q3y0m6DVaknJQyXwlJQUnn/9de7+73/QvXshWFZMKClP0goKHx+RuUbgEO4r5MXFRSAQFDXOnUMzcybjX3/d1ZYIUtHpdCQnJ9+33dSvv+ZcxYqYpkwpBKsEJQaRglLgIO4ZIy/L4nGfQCAockg//UTLZs0IDAy8f2NBoZAXj/ytW7dY+fvvJJ8+rUzwFNzDNuFVfC/24esLqamZBQJ7cM9fnsmk5GcVCASCIoT84oscOH2aHTt2uNoUQSp58ciHL10Kjz8O6bIFCVIRKSgdw9dXqfAsENiJewr5lBTIocCGIA+IpxkCQcFQtiymJ5/k8LFjTu3W3uqkAkXI5+aRNxqNLF66lOSxYwvRqmKEEPKOodNBHkK7BIKccF8hLzzy9iPmFwgEBYZ+82YeaNvW1WYIUtFqtbl65BMTE0lJToaKFQvRqmKElxckJrraCoGgxOKeQt5kEh55gUBQ9DhwAMuFCzRq1MjVlghS0ev1uQr5MmXK0KxlS/jll0K0qhhhMAiPvEDgQtxTyAuPvEAgKGKov/sOQ8+efDxhAhpxfSoyaDQaTCZTjvtlWebCxYtQp07hGVWcEKE1jiOeggscwD2FvPDI24/I+CMQFAgWb298S5WiQ4cOTu9bpVJhNpud3m9JQJIk5FyE1PHjx4mXJBDhUNmj10NSkqutKN6IolACB3BPIS8muwoEgqLG009zq00bPpo2zelde3h45OpVFtjP8j/+wDh0qHBw5IQkie/GUXx8ID7e1VYIiinuKeTdIP3kgk8/ZUjLlnT29aWbvz+v9+5NxIkTdvU1cdgwWkoSk599Nsu+b8aNo6Uk8fojjygbnOiRX/bttzzVqBGdfX3p7OvLiLZt2bVmjVP6FgiKI8mzZ7Pl4EH27dvn1H41Go3wyBcAsiyzft06rEOGuNqUoo0IDXEMUd1V4ADuKeTdwCN/ePt2+o0axbzdu5m9dSseHh6MfvBB7ty8mafj4+/eJe727bT35UNC2LR0KUnpYhnNZjNrFy0isFIlu+20WCxKRodsKB8czEtTprDo8GEWHjxIiy5dGPvYY5x1cuo9gaDY4OuL3KMHERERTu1WeOQLBkmSsFosUKqUq00RuDMil7zAAdxTyLuBR37Ghg30GT6cGg0aUKNhQz5ctIjbN25w9K+/cjzGYrGwZ8MG3hs4kB6Bgfx79GjavpqNGhFSsyabli1L2/bXmjXo9Hqad+58r5M8eORvRkezdtEixj/1FA8FBHB8z55s23V69FHa9+xJSI0aVK5Vi1Eff4yXj0+O7QWCkkBK2bJEOrmSY3HzyMuyjKWYxASXLl8erl51tRkCd8bXV3jkBXbj4WoDCgQne+StViun9u5VijbodNRt0wZVIZejToyLw2q14uvnl2XfuX/+Yc3ChawPDycpIYGu/fvzzfr1NH3ggQzt+jzzDH/Mn0+f4cMB+H3+fB4ZPpyr58/nem6r1crJAwf4a+1adq9bx6mDBwmpWZMOvXrx8dKlNG7f/r72WywWtixfTmJ8PI3atcvHJxcI3At50CCWdu5Mk8aNefDBB53SZ3HyyJ85/Rdy8la0Wgu34+vTrGV/V5uUY0GtyMhIEu7ehWI0SHIWVfauYeiFn5CQCav8P863ezTnxiJG3jHEhGGBA7inkLdalVngTuLU3r00rVmTcv7+xNy4wd9791K/kMXoF6++Sq0mTWiYmjnhdmws68PDWRsWxtljx2jbowdvTJ9Oxz590Op02fbRY+BAvhk7lktnz2Lw8WHP+vW8OWMGcyZMuNcok0d+TVgY08eMIeHuXZqHhtJz0CA+/ukngqtXz5PdEcePM6JtW1KMRjy9vZn222/UaNjQ/i9CICju1KmDcd063nnoIb5dvJi7t24xsG9fnn7ySfR6vV1dajSaXHOhFyWsxu306OoFwMVLZ/jvYgSVq9RwqU3ZZa2Jiopi4LPPkvTOO9C4sQusciFGI+9cnMOg5spTk8p/z2V4woNKqsnssGVdceJ9t0QhBkICB3BPIe/siTfJyZTz9wdQXu2cdGovX73xBkd27eL7XbtQp14ol82Ywfcffkijdu349exZgipXvm8/vn5+dO7bl9/nz8endGmad+6cNT4+03fn4+dHQHAwZ48eJTYqitioKG5cu0Zg5cp4eNz/36dy7dqEHzlC3O3bbF2xgolDhzJn+3ZqNGiQ9y9AIHA3mjbFuHs3EVeugF7PnE8/ZUm/fqz6+We8vb3z3Z2HhwfxxSDrhSzLeKitae+9vVQYr7i+KqharcZsNqdd0+7cucPAZ5/l5quvYn39dRdb5wISEqjmlQQoT7Zr+SYpMdw5CXlbUShf38Kz0d0QE4YFduKeMfLOHt3qdMTcuAGgvObg8S4Ivnz9dTb89BOzt24luFq1tO19R47kxcmTuR0Tw4D69ZkweDB7N268b9xp7xEjWBsWxu/z59N7xIjsG6X7/jr27k3433+z9upVnnzlFS6fPcsbvXvTrVw53u7fn9/nzychl0k6Gq2WkBo1qNeiBS99+im1mjThp6++yt+XIBC4IzVqQOfO0KYNxlWruNOlC19++61dXRWXGHlJkkhIaczJ0wlcvZbIxj/LUKuW65/QabVaUlJS0t4v++UX7rZvj/WNN1xolQspU4bpN5uSmGQhyWhhSnRTKF8+5/aiKJTjCK+8wE7c0yPvZOq2acPfe/cqnvjUGPnC4PNXX2XTzz8zZ/t2qmSqKuhfoQIjxo9nxPjxHN+7lzULFzL+ySfR6HQ8NHAgDw8aRO2mTbP02aprVzRaLXdiYuj82GNZT5qDV6BcUBB9Roygz4gRmM1mju3ezV9r1/Lz119TsXp1mnfqlKfPJFutOWa5EQhKMsnTpvF73br0692bevXqpW03Go2cOnUqTajbwkAkSaJmzZqULl262Ah5gCbN+xAV1YLrVxNo17FGjvHphYlOpyMlJQWDwYDZbCZs+XKSV61ytVmuQ5JYM3gK9XeuAVkmevAjuQtNIeQdR5JEQUaBXQghnwdUKlWhx8RPGT2adYsWMW3lSnz8/IhJzXJh8PbGkOnRe8M2bWjYpg1vTJ/Ozj/+YPXChQxt1YrZW7dmmfAqSRJLjh1DluUcY+nTX0hux8RwOyYmS5MyAQH0HjaM3sOG5Zi+csbbb9OhVy/Kh4SQGBfH+iVLOLR9O1+JXPICQVbKliX5s8945+OPWTBjBocOHWLl5s3s27ULTY0aSJ6eAMiSpFQjNZtJPnGCmvXqMfX994vNZFeAwMAKrjYhAzqdDqPRCEBMTAxJJhM0b+5iq1yMSkV0p955a+vlBbduFaw97o5twqvB4GpLBMUM9xTybhBr9susWQCM6to1w/bnPviAkRMnZnuMVqeja79+dO3Xj5vR0ahymHjk5eOT84kzeQR+mj6d+R9/nKutc7Zty5jCMpXYqCgmDBpEbFQU3qVKUaNRI75et462Dz2Ua3+CEorwSMHw4Vzbto3Q7t3xbNeOhP/9DxYsIDkgIPv2SUmc/vRTXn/vPcaNHl24troRNo88gF6vxyqeGuYPW4y8wH5sueSFkBfkEym72frFCUmS5CzCfft26NyZdadOUa5uXZfYVWyx3cAKcR5AZmJOnaJncf27pf7vCexg505o2xbyMIna7cnPgMZqxfOhh+js6cnUTz4pWLvclJs3bxIbG0vNmjVJTk6mVdu2WNPFzAvygLj2Ocbly2A0Qs2ayntJQpblIu/VaFHdQ9431bWTnD363Toky3ILlxrhQtzzjlnMBycuRZahkHPkCwSA8n9ntd6/XUkgP08lVCqSFi1ic716fP7llxw5d46LERF4ly6Nv78/QeXK8dSjj9I0mzkzAoX0HnmtVotssbhFYcFCRdx3HcPXF1KTaggE+cE9hbxAICh+2HJRC/JPYCCmDz4g/L//ML/2GjRuzJ1bt7gaGcmRiAi2vfEGn733Hl0zheoJFLRabVqMvCRJ6Hx9McbGQmCgiy0TlBi8vKAYpJAVFD2EkBdkpKTHKAtchxDyjtGoEeZXX812l7FjR97u1YuxN28yoL/rK6kWNTw8PDKk7q3buDF/79oF/fq50CpBicLDQ1z/BHbhnjEUQogKBMUPEVrjGLld95o1w7hzJ5+HhTHzu+8Kz6ZiQuYUmF1btkS7ebOLrCmmiPuuQOAS3E/Iizg9xxAeeYGrEB75gqVGDYx79hD2xx8cOHDA1dYUOdKL+VatWuGxZYsLrREIBIK84X5C3mwWE5QEguKIWi088gVNYCBJEyYwdeZMbom83xlIn8Gtdu3aqG7fxuOdd+DaNRdaVYzw8FDuvwKBoFBxvxj5lBQh5B1BeOQFrkKlEh75wmDwYC7s3Uu3Pn3o3asXzw4eTMWKFV1tVZFCpVKxLCyMHxYvZnX9+kgPP4x07hyW5s1JmTlTXCOzw1bdtVQpV1tSfPHwKHbZkmSdDkvlGi62omQ/YXQ/j3xKCmi1rrZCIBDkFxFaUzhoNCTPnUvyP/+wskIF+jz1FK+8/TanT592tWVFipCQECa+8w5bVq/mxaAgXu7ShZBdu9C88YYI4cwOURTKMWxPI0+fFtlrBPnC/TzyxWw0W+QQHnmBqxCTXQuXChUwT50K773Hn3PmsHv0aF4ePpyhgwa52jKXkHnCq41SpUoxYtgwDhw4QO2QEC5/9x2qypWxvvZa4RpY1LF55AVZSUxUqrbevau8xsXdGwza7rmSBLdvK9dAW1EogSAPuJ+QFx55xxCeJoGrEB55x7D3t+vri3XcOJIHDGBm167cvnOHJ/v1w2Aw4OXlhaqEFIiTZRlZlrMV9CaTiZGjRmFOzTVPhQqFbF0xwMsLYmJcbUXhYhPocXGKFz0uLus1TJaVpxU+PsoSEKC8Zve7unEDrl8Hvb5w7Be4Be4n5IVH3nGER17gCoSQdwzbHAO12r7jK1fG+NdfhD/5JIuffhpLQgJlAwKoUq0aVSpW5M1XXkHrxk4SjUaD2WxGk839Iz4+HpWnJ9KAAcg9e8L//ucCC4s47uKRl2Xlc6QX5/HxGa9NknRPoHt7K8K8cmVl3RH94eMDZ886/hkEJQr3E/IpKcqPoZiz7Ntv+e2774i8eBGAavXrM+K99+jQq5dd/U0cNow1Cxfy6DPP8N68eRn2fTNuHIumTaNDr158tWRJgQj5BZ98wqzx4+k/ejTjZs50ev8ljlOn4OhRqFwZ3cKFIMskf/CB8r+/Y4fyaLZWLVdbmT9UKmUgLrAPrVb5/uwV8gDly5O0bVva2+h584iyWjmyZg37hw3j26lTCQ4OdoKxRQ+tVktycnK2Qj45ORlUKuQffnDs+3VntFrl/ltUsVpzFuiZ73ne3vcEur+/8loYf3e9HpKTC/48ArfC/YS8m3jkywcH89KUKVSqWROr1cqahQsZ+9hjLDp0iJqNGt33+Pi7d5GtVnxKl77XZ0gIm5YuZczXX+Pp5QWA2Wxm7aJFBFaqZLetFosFi9mMVqfLdv/xvXtZ+f33ebJbcB9kGdXMmWgnTqRR06ZcunSJXl27YkxJYXm9eshmM9Xr1+fy+fMkfPwxjBzpaovzjloNttAFQf7RaBQh5cTH8tZnnwXA+NxzXJw+nScGDeLTCRPo0qWL085RVNDpdCQnJ+Pt7Z1lX/ny5alSuTL/Tp0KTZpAz56Fb2BxoLCf5sqyEt6SkKCI8vh4ZT05OWuomSRlFOjlyyvrYmAmKOa4n5B3kxj5To8+muH9qI8/ZsXs2RzfsydHQWyxWNi/eTNrFi5k+8qVfL1uHc07dUrbX7NRI25cu8amZcvoM3w4AH+tWYNOr6dpx47ciY3Ns303o6PZu2EDf61dy76NG5myYgXNO3fO0i7+zh3ef/pp3vvhB+Z99FGe+xek4+pVPL74AnO9euhXrqTCpUt8ExZG5cqVMzR7buhQPD09MRgM/P7773y8eTOJxU3Ii9Aa+7F55AsCScL6+usktmvHW088wedqNZ3SXVvcAZuQzw5JkvhgzBiefvppZcO2bZDN9S4veF6O4LG/l+AtpfCHT2uiOvbKPl66OOKMOVayDElJGYV5fHzO4txgUMJ6vLyUuQve3qDTiRBRQYnB/YS8yeR0IW82mbhw4gRJt2/jWbo0VRs0wKMQvf4Wi4Uty5eTGB9Po3btsuw/988/rFm4kPXh4SQlJNC1f3++Wb+epg88kKVtn2ee4Y/589OE/O/z5/PI8OFcPX8+VxusVisnDxzgr7Vr2b1uHacOHiSkZk069OrFx0uX0rh9+2yP+3jkSLr260fLLl2EkM8vCQmop07FY8YM+j7yCBeWLqVO1aq8OmlSto//y5Ytm7Zer149+OGHwrTWcUTWGseweeQLktatMU6dyowvvqBly5YYDIaCPV8hotVqSUxMzHF/o0aN+Oqrr3jz008x37ihTEz098/3eV7YN4MPOykDrv77fmDVrEXM7fclpkA3CFnKSTxbLIo4T0jI6EE3GrMX556eijD39oagIGVdrxfiXCDIBvcT8k4uCGU2mTiycSNtW7bEv2lTbkRHs2fjRpp0717gYj7i+HFGtG1LitGIp7c30377jRoNGwJwOzaW9eHhrA0L4+yxY7Tt0YM3pk+nY58+OYa4APQYOJBvxo7l0tmzGHx82LN+PW/OmMGcCRNyPGZNWBjTx4wh4e5dmoeG0nPQID7+6SeCq1fP1f7fvv+eKxERfLRokX1fQEnj9GkMr72GpFKRWL8+uiVLaNO4MW//9FO+CvYYjUa+nTOHxPPn8erenYQePaB7d6hfH86cQbV0Kfply7DWrIlx5cqC+zz5RXjkHaMgPfLp6deP/1avplufPowdPZpHH33ULTLb6HQ6bt++nWubzp078/KVK2ydOZPTzz6LPHYsKe+/n/eTyDL1tLcBJbSxXr1y6C3nOLc3jPWPvWu37YWOTZjbRLlNoB85kr1XXqW6J869vJSwlurVhTjPDttEWoEgj7ifkLdYlOpoTuLCiROKiA8IAMA/IIC2LVty6p9/qNGkidPOkx2Va9cm/MgR4m7fZuuKFUwcOpQ527dTo0EDls2Ywfcffkijdu349exZgjKFWeSEr58fnfv25ff58/EpXZrmnTvfNz7ex8+PgOBgzh49SmxUFLFRUdy4do3AypXxyOG7vnjmDLPefZfvd+5E4wahTk4jJUW5AaavfmixoPrqK7SffspLI0cSGBDA6TNneGDKFJrk43/s0KFDnDt3jkmTJgHw3HPPUadOHbbv28fub77h7s2b6A0GenTrRs+xYxk7YQLGDz6ABx+EFi2UG60rEULeMQrDIw+g1WJcsgTj3r18+tpr/LB0KYMeewydToeHhwfNmjUrlpVicwutseHh4cGIYcMYMWwYO3bs4K2VK8nXNy5JrEsI5glzLB4eKvbs/o9OTb1QRbhYuGUW5rbXpKTsn5JlFuYBAcprfLwSciTEuf0YDMr3LxDkEfcT8k4eySbdvo1/06YZtvkHBHDon3+cep7s0Gi1hNRQSh/Xa9GCkwcO8NNXX/H+Dz/Qd+RIPDQa1oSFMaB+fTr37cvDgwfTsmtX1PeZvNN7xAg+HDoUT29vns9DuEvH3r3p2Ls3MZGR7F63jt3r1vHGrFkAtO7WjXY9e9K1f3+80mULOr5nD7djYniyQYO0bRaLhb937ODXOXPYkZCQ65MDtyQxEf3DD8PNmxjnzYPjx9EcO4Zm2zaqenoybfFiQkJCAOjWrVu+uj5+/DjDhg1Le182KIi/z5/n+H//Ua5UKbb+/js3b96kTJkyad7TWZ9/zvLff+fQqlVE3bqF8bffoFkzp33cfCNCaxxDqy3c9H9t2pC0Zw//LVvGF5s2IZlMEB+PbuZMVixaRECq8yM9siwTHx/PnTt38PPzwyt10n1RwJa1Ji8YjUY+mDSJ+KiofJ/n1yc+4MJvM+l2cQPdapr5+u/ybOk8MN/95IjVek+UJybeW09KynmgZxPmtnhzf3+oUkXZlp+nLTpdgYS3lih8fJTCUQJBHnE/Ie9kT4Bn6dLciI5O88gD3IiOxuDn59Tz5AXZaiUl9UbjX6ECI8aPZ8T48Rzfu5c1Cxcy/skn0eh0PDRwIA8PGkTtTAMQG626dkWj1XInJobOjz2W5/OXCwqiz4gR9BkxArPZzLHdu/lr7Vp+/vprKlavnmFibefHHqNuixYZjv9o+HAq1azJsHffLXle+lQR36l0aRI8Pbk4fDh1atakcY0a1H75ZVq3bu1QeMI/J08CIAUGIi9cSKzJRKzZDGYz2pEjeXXkSAIDAzMcU79+ferXrw/A+vXreb9bN5K/+gp5yBD7P6cjCI+8YxSWRz49kgQDBmAcMCBtU8onn/DUs88y+IknCO3cmTJlyvD6e+9x4tgxkm7fRqXTofHzw3zrFlXr1aNrq1a0b9uW+vXr5/iE79SpnUjyP8QnlKNFy34F8lHUajVyHh1BN27cICYqCjp0UNK9duyY9xNptfw94A3+Nr3M1OvXlTCTnMI0LZasgty2bjZnf0x6Ue7pqTz9CwxU3hf0ddeWS76kXd+dia+vkhpTIMgj7ifkneyRr9qgAXtsMfIBAUqM/IEDNOne3annycyMt9+mQ69elA8JITEujvVLlnBo+3a+WrMmS9uGbdrQsE0b3pg+nZ1//MHqhQsZ2qoVs7duzXbCqyRJLDl2DFmW8+QVvx0Tw+1sKvaVCQig97Bh9B42LEt4jk/p0hlSXwJ4ennhW6YMNdJ56UsEiYnoe/WiY6lSTPnww/s+MbGH//Xvz8eTJyMvWqSEytiwWlG/8QZ37tzJIuTT06NHD6pXr87wF17ANGECKi8vUqpXJ2XVqsJ7TC488o5RWDHy98HyzjtEN2nCzF9/5dtnn8UaF4c8dCim8HDw88Oq02EGSEjg3507Ob9hA2Gffor5yhWatmrFg61b065du7SnUwCS/DfdH/QmIuIy165dpUKFggndya6qa3aEhITw0pgxrPzlF6L79iXl338h3WTzDMiy8ncxGhUBnpSUcd1WACi72Gi1+p4gNxiUcwQHK+tODCF1Gl5eykDDBY4ut8HHByIjXW2FoBhx3yuBJEmjgeeBKqmb/gEmy7K8JnV/Tsp5lizLo1Pb1ATmATWBZcAbsixbU/dtBzoBg2VZXpzuvMOAmbIsZ03qW4h4aDQ06d6dU//8w6F//sHg51coE11jo6KYMGgQsVFReJcqRY1Gjfh63TraPvRQjsdodTq69utH1379uBkdjSoXweiVj6JZP02fzvyPP861zZxt27JNP1niiYlB378/D/j6MvWjjwpExAOoVComfvQRnwwYQMrx4/dKyC9fTnlfX2rlUhwqOTmZYS+9xJnjxzElJFCvfn3+vXAB8zvvFG6sq/DIO4YrPPLZIUnw8MMkP/ywMjC7dEmpepn5f8nLC3r0wNyjhyLso6LYu3kzRzZsQJ41i1eff57BA5WQk1u3DcTHp/DPaZk6dcsUmOm5eeQtFgvJyckkJycTExPDhk2buGGxYElOhvffh/79sz9QkhTR7empLHr9PS+5Xu9eqRINBveo7upK3KVCrqDQkO73KFGSpEeBFOAsoAKGAuOA5rIsH5MkKbObrwXwB9BZluU/U/vYCPwO7AQ+AxbJsrwkdd92oDVwHagty3Jy6vZh5EHIS5IkZ/BibNsGoaEArDt1inJ16+b6+QSZuHtXebTnQmJOnaJncf27bd8OFSog/fYbhlWrMB0/Tq8+ffhg3LgCE/HpGTlmDHuqVIEePdBu345HeDgzp02jZcuWOR4ze+5c5p06RcqgQWCLsz91CurUKXB7M2CxwF9/5S9MQXAPqxV27gR3yO9+4QL6bt14qmtXXn/pJcxmM2fOHKFSpVr4+pa6//GZkGUZi8VCSkoKKSkpJCcnZ1k3mUycOnWKOjn836tUKnQ6HTqdjmPHjjHl998xrl+viHEvL1FYCOD2bbhwAXII6xTkkW3boEsXZFku8iO85vW85D1h9V1qg67lgUOyLLe4f0v35L4eeVmWV2XaNF6SpBeBtsAxWZYzzPZJFf7/2kR8Kn7AIeAEcBEonanPpUAPYDTwZT7sz4q7eDYExRJp5Uo8Fy+me7dudB88mFatWqErxEm9Y0aO5OfffuP8jBmElC/PmN9+w+8+j7lbNG3K3LlzUW/fjgXQVahAcrALclqL0BrHcKfvr2pVjHv28HPPnlyfOJHJ771HzZqN0rzh2Ylx630+u02Ia7VatFotOp2OUqVKpa1rtVpkWaZVq1Y59nHy5Ek+mTGDYwcPIo0fr2RrEdxDeJMFgkInX0F2kiSpgf6AN7A7m/3ewJPAh5l2jQfWph63BxibaX888BEwSZKk+bIs386PXRlwx/yrVivExSHdvYsUF4ecvox92bLIlSoV3gAmJUWxx4ll4N0Fzdtv4710KeGLFmWI7y1MateuzQdvv52vY1q2bMmeXbvYsWMHY8aMIfnaNeXJwiOPFIyROSFJyv/W/PlKOswcKhgLigmyrFTjTElRXjOv296nn7SZKU486aOP2DRhAueHD2fsyy/j6+ubJsS9vLwoU6YMGo0GnU7nlCdeucXIX79+nedeeYW7EybAypUZU8gKFDSaIjFPQyAoSeRJyEuS1BBFgOtRRHdfWZaPZ9N0IKADFqbfKMvyRkmSygN+sixfz+E0c4HXgLdTF/twN498QgKq8+fRqNX4ennhFRCAPlVEy7LM+f/+wxQZCaVLK/GJBYXFAn//DYDKwwPZ1xdZp0N16xZWPz/w9ES6dg25cmVlsk5JY9s2fMLDmfjuuy4T8Y6g1+tJSO9Ja9268I2Ij0czaRJlLlzgjsWC8dAh4fEsTMxmRVinX0ym7Ndtcxlswju9AE+/TadTJuHqdPfW/fwyvr/PpE1Tt26cHz6cqd9+yw/ffEPpTJPonUlOoaZGo5GRr79OwmuvwahRBXZ+gUAgyC959cifAZqghMQ8ASyUJKmzLMsnMrV7Dlgpy/KNzB3IspyCEgefLbIsmyVJGp/a98w82qWwY4fiCdBoICJCuflrtfduTJKU/VKUsVqRrl1DiomhQmAgpXLw/lQJCeHSlSukxMQgF6QHU61W8gpfvEhgQAAms5nEhATKlS/P3bg4Em/fxuDpyZ3ISKwlTchbLHi+9hrvvPoq3t4unZvtEJeuXUP7/POkzJlTaOdUz56N5sABAKS//qJhQADf/vIL38yezS9PPUXSli2FZkuRR5YVAW0yZVzSi+xz55Sy9rb36cW1rY/M1z5bG9s1VKtVFtu6j0/G7Vpt4caDazSkhIVx4Y03eGHMGJZ8/32BVZKVJAlZlrN45n/6+WeuVq2K5a23CuS8AkEGCjiZhsC9yJOQTxXhEalvD0qS1BJ4HXjG1kaSpCYoE13trjMty/JySZLGooTm7Mzzge3b37upXb2qpOgyme5VpZPl7BfF8KzhODltyzwIyO+2fCBduYJnYiIh1avnmFsZlCImgQEBXLp8GensWeQaNQpukFKuHBgMREZE4O/nR+XgYCRJShOvVquVO2fPojp5MoMNctmyyO7sWV24kBAPDx566CEOHjzoamvsIiUlhZ9WrCDlzz/v39iJGBYvpm+NGlSrVo2Ali3RarXo9XouXruGqTikKbVaFYeBbTGZ7r3aluzeWywZRXX6601OJdpt2U88PO6J7vTi21Zhs06de4K7qDss8opKhemLLzjfujW/rlxJv8cfL5DTaDQaUlJSssxr2XP8OMnDhrnP9yko2pQ0Z5jAIexNRKtCCaFJz0iUiaybHTEIJSPOFuBmno9Qq5VFr1cyrpQvr2yPi3NeLHdOAwHbum3AkFtbyPkmnX5/SgrExFC2YsW0dGc2D1F2rxqNhuCKFbl8+bKSdcbTM/tBROZ1ezAYkOvU4cbJk/j6+GS44alUKmpUq4YpNUZSlmVkWeby1avItlLe7saePejffZcPvvwyzzmoiyJmsxmLCyoyWg0GWrZsSefU1KX79+8HwGgyYW7XLmNjm0faYlF+b7b1nLalF9g28Zz+vW1yZG7C+X5zblSqe+LaJrDTC20vr6zC29a2IPDxcV8RoFaT9MMPTOvalc4dO1KuXDmnn0Kv12M0GjNc1xITEzlx9Cg0b+7087klxfg6WGRwceY4QfEiL3nkPwPWAJcBH5Q4+M5Ar3RtDMDTwFQ5r6XxckCW5T8lSVoPvATkL6m01Zq/ctL5oTDDcaKi8PX1xTf1x2z7SnN7TUlJQdLrkW0lslWqrAML27qN7P5UiYl5s1GWSU5OxpxTdcFUJEmirJ8fMRERyFWrZnwkn92gQpIU+8+dyz4cSqXKOVTK0f3Zf4DstxuNeEyYgG7RIia98w4NGjTAarWmLbmJets+20DHtti2Zd6X/n1O6+l/dpn7Tb/ParWmbbPZalvv3aMHK19/HdNnnym/pfSLbbCa07b8CmFZRrVwIdKRIyR1754m4E+fPg1AoypVODp+PClly977n5Gke4N2lereek7bdLp7aQHTi23be5EusPjRuDEpI0bw4dSpzJg61enda7VaUjLl4h/5xhukPPww1Kzp9PO5Jbb7jRD09uOug3FBgZAXt1AgsDj19Q5wDOgpy/KGdG0GAF7AAifZ9TZwFEjK11EpKe5RGrpUKeKvX0+L1czshc8Og8GA+tYtLKdPI5vNULeuMvnV5uGPj4cy6Qqp5HahvZ83IDoaDw8PfHx8crXJJiANBgPJJhNxly8jh4QoT0liYpRYXoMh6yBDkhTPZfonGumFY06hUo7sT/+95PyBlNdTp9B+/DF1AgN59v338fHx4dChQwD8+++/eYrfTR+Hm/lvnN3fPP329N95Xrdn7kelUqW9qtVqJEli0FNP8cfQoZhiY5XwDNugR6XKuOS0La8kJaEbPpyQ06f5fvnyLJ7VVq1a0bJlSw6cPMmJo0exjhmT974Fbo/5ww/ZHRTEjRs38Pf3d2rfOp2O5OTktPcmk4njBw5g3bZNCNO8otcrGYlEZjP7ER55QT7ISx75YXloswA7Rbwsy52z2XYCyL+7zGRym0kiFrMZk8mENo8DE4PBQM3q1bFYLNy5e5cbZ88iA5KnJ3JSEhIg37yJZDIhJyeDpydy7dr5Myp1Aq4qNpYqVarcN5Qk/f7gChW4c+cOURcuYLVa8fbyIiE6Gmv58qDTobp9G/nOHeTgYMVbWqlS/mwrCC5dQjt1KlaNBnPbttC8OR7z5qGbN4+Jb71Fjx49sj0st+JLRZ0xr77K5/36kTxlCgwd6nzxEhWFZ58+tA0IYMq8eWkZmDIjSRKfjB9P36eewvrGG0JECe7h6Ym6Wzd27tzJ406OldfpdNy9ezft/bVr19BXqECim9xXCgVbdVch5O3HHRySgkKjgOJQXERxF/KyDLGxSGfOUCEoKM8i3oZKpUKj0VCubFnq1q5NzWrVCPbzo2qlSlSvWpUgg4FK/v5UCQmB+Hikf/65l0YuJ3tsJCWhOn0aQ0ICNapVy7dtkiRRunRpatWoQY1q1agUEkL1qlUx3LmD4cYNfK1WRazdp3hRrsTG4jFuHJ7Nm8M//+T/eKsVtmyBPXvQvPYa+iZNeNJo5EWrlVZz5+LTvj2tDh1i9fLlOYr44s6T/foRNmMGVb/4As/OneHMGed1fuwY+pYtGdyqFdM//TRHEW+jcuXKaLRaiIrKtZ2g5JHUpw+rt293er9arTaDR/7KlSuoqlZ1+nncGlEUSiAoVApoxlUhc+ECVK1aPENrZBmSkpBiY+HmTTQeHgRXqoSnp6fDXWs0GjTpBjbpxXedOnU4c/YsssWSMVbYZILoaFR37iDHxSFpNMje3nDnDuX9/fHz83NoUqdKpUqzQ6vVUrVyZQAio6KQy5SxbxLg7duov/gCj1mz6NGtG/V69ODL0FCSv/pKCfuIjVWW9u2ha9es3t1bt1DNn49u5kzKGQyYTCbatWzJy7/+mhb2MdLuT1z8qFevHr8tXkz4zz8zo21bzJ9+ivn55x3r9Pff0Y8YwaS3387XICggOJiLFy5AUJBj5xe4F336cPzjj/n8m28Y8/LLTptonjm05tatW1hs4XjiqVDe8PKC27ddbYVAUGJwCyHv+eSTJK1bV7w88kYj3LyJ6uZNVFYrpUuVonTlylnSngFMnTqViRMn8vzzz/PVV1/ZdbqRI0eyePFihg4dyuzZs1GpVHh4eGD+7z+mf/MNi2bOpEPHjkyfPh0fHx98vL3xDgzEZDKRkJCAT5Uq2dqWG5MnT+aTTz7JsC0gIICLFy9maavTalHduUO+CszHxaH++ms8pk8ntFMnXg0PJzg4GICQ4GDmzp2Lj7c3ZUuVoozBwOqRI4kLDibpvfeUm/KZM+gOHEBetYqOHTsy/OOPadiwYbHOPuMs1Go1Q55+mvp16jD6iy/sF/K3b6P64gu8v/+eOTNm0LBhw3wd3rF1a66/9Zby+y7GOfoLDUkq2En/RYVSpTDu3Mmyhx5ide/ehFSpQo3gYGqEhBASEkLNmjUJsmPwp9Vq07JuAXTr1o1vf/yRqz/+iDx8uDM/gfvi5aWkgRYIBIWCWwj50EqV2FytGnKPHpieeQZq1Ch8I/LisTGZ0sQ7ycn4+vriFxSEp6dnjuJx//79LFiwIN8C6O7du1it1gxVEIODg1mxYgWff/45Xl5eVKtShZs3b7Ju6VIqVqyIQa+nUnBwhqJGHh4e9306YLFYMJvN2Qr9WrVqsX79+rT3OZVRj0tIwJrXdHK3bqGaNw/NtGm0b92a13/8kSpVqmRo8sADD/DAAw9k2PbySy+xevVqvh8zBi9vb2pWrky9qlV5aOXKAkll5w7Uq1cP7/h4zCNGkPzdd7kPlK1W9EOHkrJsGWq9HpVejzUpiU6hoby1eDGBgYH5Pv+Y0aM59sILHFmwAF5+2YFPUkLQaJTrTD4H3cUSf3+S9u0jKSKC2IgIjpw9i/bsWbQHD2I6fJhhAwfy4rPP5njNAWUya/qnlraCUDZ0Oh0fjB3L67NmES+EfN4wGJQaLgKBoFBwCyE/5YMPiBk9mtlz5/L7gAEkT5uG/Mwz9z8wj1y/coXr//6LWpKwyDLla9WifMWKSuXVhARISUFOSQFfXyXFotWqzNo3GpUlKgpJowGrFW9vb/zKlsXb2/u+nt87d+4wfPhwZs+ezaeffnpfOy0WC1u3biU8PJw//viDlStXZhCzDRo0IDIykhUrVjBkyBDUajV79+7Fy2CgQ4cOxMbG5tkbHR0dzebNm9mwYQNbtmxhyZIldOzYMUs7Dw+PPAm40r6+JFy7hgxZM8cYjfDXX6g3bUK/cSMp//5L244deX3uXGrkY9Dm4eHBY489xmOPPZbnY0o6np6ezJ85kz5PPAFTpkAuWUI8xo+n8smTLNi+HTk1PalWq82xKnFeUKlUXIuOhrZt7e6jRKHVlhwhD8rApW5dZQFSUheuXiVs4EB2v/ACX06ahNlsRq1WExQUhNVqZffu3cxdsoSje/bQvXdvXnv+eSpWrJjtKRo0aIDx5EllPlFBpSyNj6fK7j9I8C7LjXbdC+YchYWHh1KnQSAQFApuIeQBypUrx4B+/ejTqxejxozBtHEjvP66MunGgUJEp/buJcDTk26dOqFWq7FYLJw8dozT+/bRrH59ypUpkxaLfi0qirtHjiCpVGh1OnRaLXqtljhPT0qXLk3p0qXzVVr8pZdeom/fvnTu3DlXIX/y5EnCw8P5+eefSUxMpG/fvqxatYr27dtnaTt06FDCwsIYMmQIAGFhYQwePDjbcJf0WK1WDh48yIYNG9i4cSOHDx+mRo0a9OjRg7CwMNrmILQuXLhA9erV0Wq1tGzZkg8//JCq2UweK1WqFHq9nivXrsHly3j17YsqKEgRhIcOUal2bUJbtaL9K6/QuHHjDF40QcHy408/oR45Ektuqf7+/hvDjz8yd+lSfJyUA/nq1assCA/nTkqKKMaTV2we+ZJOxYokbd3KqcmT6d6zJ/qAAKxGI82aNuXchQvEe3mR+NprsHw5m2fOZNtTT/HQgw+SaDSyd+9efPz8mPr++zRp0gRvb298y5Xj5tmzSlpWZ5OUxCsrXuHjjne4ccfC4JXH+esxkXJVIBDkDbcR8qBUp6xWrRorFi9mz5496IxGVFeuYM1vmsVUrl+5QoCnJw0bNwaLBSk2Fg+zmYZBQZy5fRuNWp1BtARXqIA1MDAtR7cNe3Idz58/n3PnzvHDDz9kuz82NpalS5cSHh7OiRMn6NatG9OmTaNXr165xrIPGDCAd999l4iICLy9vdm0aRNffvklkyZNArLPVR8eHs4777zD3bt36dixI0899RQLFy6kWrVquX6Gli1bMnfuXGrVqsWNGzeYMmUKoaGhHDp0iLJly2Zpr9PpqFalCuaUFMKnTiU6Ohqz2UyTzz5zmjgU5I+oqCh+X7OGlFOncm+4dy/t27enTPpaBXYiyzLvTp7Mxk2bsA4bhnnXLjHRMK9otcqkfwGo1Zg/+ADee48ktRri49kTHq547x94IO1/yjxpEuZXXmHNzJnKYPWJJ4g3GHh+1CjC5szhwoUL3Lx0CXbvLhAhH7BnIx+1v40kqQgo7cETpoP85fSzCAQCd8XthLwtlKNWrVqkpKRgzUYw5pXr//5Lt06dAJBu3cLTwwN9qne/bdu2bN++PW1yJSgiOLd4zLzy77//MnHiRDZt2pRjmsfZs2fzySef0KZNG44fP06lPOZd9/Pzo0+fPoSFhVGqVCk6duxISEhIrseULl2aChUqEBsby/Xr14mKiiIyMpJKlSrhkUuWmYceeijD+1atWlG/fn3Cw8N55ZVXsj3GVrCoevXqVK9ePU+fSVAwXLx4kSf+9z/kceOgfPlc2+oOHaKZk0TOj4sXs+XCBVL++09UOMwvwiOfFds12dsbcpq07e+P5cMPlfVt2yA0lESrlSHPPYfV0xOmT4cOHQrEvPjASpyJkqmfeiuJtNj/BFkgEJQ83FLIA3z344+Me/ddcGASo9omzK1WZJMJg69vluqZBcG+ffuIiYmhRYsWadssFgu7du1i3rx5xMTEMGLECDQaDUuWLKF58+b06dOHp556itDQ0PsOJoYMGcJzzz2Ht7c377///n3t6dWrF7169SIyMpKNGzeyceNG+vXrB0CXLl3o3r07jz/++H295t7e3tStW5eIiIg8fAsCV7N5yxbkXr0wTZyYe0NZxuPgQeqMHevwOS9evMis+fMx7t8vRLw9CCHvPAYMINHXV/HgZ5pM70wS6zXlmU2P0f/Qn8Sa9YQ1K0nJbgUCgaO4VY4ys9mcFjv9/rhxSEajQ/lsLbKMxWKBxEQ8PDwyCHeLxZIhu4Ez6d27NwcOHGDv3r1pS7Nmzejfvz979+5Fq9VSoUIF3nrrLY4ePcqaNWvw8vJi6NCh1KhRg7fffpsjR47k2H9oaCharZbY2Fh69+6dtl2W5VwHJ0FBQQwdOpTw8HAuX77M8uXLqVatGrNmzcr1fDaMRiNnzpyxK3uJoPB5tE8fVJs3w969OTf66y8827bF32ymjoMe+YSEBL6ZOxfjjBlKXQhB/hFC3rn07FmgIt7GiW5D+eCJ+XwzYBa3azUp8PMVOLY0qAKBoMBxK4985rh0o9GIdPEiclCQ4pnPZ9hL+Zo1Obl7N41r1cLH1zfDvhMnThRY6IdtYmx6vLy88PPzo379+lnat2rVilatWjFt2jTWrl3L4sWL6dixI+vWrct2wqskSezfvx9ZlvOUGz4mJobY2Ngs2/39/Rk0aBCDBg3KNjznnXfe4eGHHyYkJITo6Gg+++wzEhMTGTRo0H3PKXA9/v7+fPnxx4zp1Qvj7NnQv/+9WPXbt8HPD89SpXhv3Dh69erlcFjZR1Onkti0KTz5pOPGl1Q0GhEj7yhqdcFmqCkJeHoq2cYMBldbIhC4PW4l5DN7yDUajSIiY2JIiIxEDgiAgIDcq4darRAfj3T3LkF37/JvZCSXdDoaNWoEKJ74EydOkJCQkK2odiU6nY6+ffvSt29foqOjcxVWOYXBZOeRnzlzJlOnTs313OvXr8+SfvLq1asMHTqU2NhYypUrR6tWrdi+fXue4/kFrqdjx46EzZnDqLFjiX/1VVRt25LYogX6777DCAwbOJA+ffo4fJ5Lly6x5c8/MS1c6LjRJRlb+kmB/ej1igh1INtZicfLS8kYJ4S8oIggSVJHYCzQHKgADJdl+cd0+yXgA5RC7n7APmC0LMv/FL61+UMqqPCQwkKSJPn48eOAUjypVatWafssFgu1atUCIDk5mRsxMdyNi4OyZZF9fRWPi1qt5C2Pi0N19y5yfDxavR4fLy+8vbwwGAxcvXqVc+fOpRULqV69eoZJru6C2WzGbDaj1+tdase///7rlEnDruDAgQO0bNnS1WY4HVmWuXr1KkeOHOHQiRN0bN2azp07A86ZKzJ+0iTW1KqFpUsXCA11uL8SS0IC/PMPpLsOCvLJsWNQsSI4kCihxHP+vFJduBDCktwWRW8U+XRdzet5yXvCXOvU1LU8cEiW5Ra5tZEk6WGgA3AYCANGZRLybwHvAcOAM8CE1Pa1ZVmOKxjLnYNbeeRzQ6fTEVyxIiaTiZibNzFev47FYsGaGsfnZTDgU6oUXhUqZBGRwcHBbincs6OgJvAKijeSJKX9Dh555BGn9n3jxg02bNyIZeZMRYQK7EfEyDuOXi8qkzqKlxfExLjaCoEgDVmW1wJrASRJ+jH9vlRv/GvAZ7Isr0jdNhSIBgYC3xWmrfnFrYR8XkSoRqMh6D6p9Eoqxf3pjKB48mN4OPLTT+daNVaQR4SQdxy9XqnMLbAfLy+4dMnVVggEeaUqEAhstG2QZTlJkqQdQDuEkC88hBB1HOGRFxQmcXFxLPv1V1IOH763UZZFASh7kSTl+xPYj6cn3L3raiuKNwYDJCa62gpBISBrvUiunGtUSyFwoJwkSQfTbZgry/LcfHRgS6V3PdP260BFh0wrBNxKyAscQwyEBIXNT8uWZUzxZxOiQsgLXIVtsqvAflQqkX5SUJjE3C9GPo9kFkFSNtuKHELICzIgPPKCwiI5OZkFS5Zg3Lz53kZb6j+VW5W4KFzEb9gxhJAXCEoaUamvgcDldNsDyOqlL3K41d1SiFDHEB55QWGyatUqLM2bQ8OG9zbahLzAfsTv2DE8PMBsdrUVAoGg8LiAIua72TZIkqQHHgB2u8qovOJWHnkhRAWC4oHZbGbWwoUkhYdn3CEeyQtcjZhnIBC4HZIkeQM1Ut+qgEqSJDUBbsqyfEmSpOnAeEmSTgP/oqSijAeWuMDcfOFWQl545B1HfIeCwmDz5s0kVawIHTpk3CE88gKBQCBwPi2Abenef5i6LETJHT8V8AS+5V5BqO5FPYc8uJGQF954xxHfoaAwkGWZbxYsIHHKlKw7hUfeccRg3HHEd+g4tt+ymO8iKALIsrwdZfJqTvtlYGLqUqxwm1+Y2WzGw8NtxiUuQZZl4ZEXFDh79uwhRpbh4Yez7hQeeUFRQDg1HEekoBQICgW3EfImk0kIeYGgGPDNggUkvf129p46IeQdR4hQxxEODccxGCAhwdVWCARuj9soX5PJhEajcbUZxR7hkRc4G6vVyrlz5zhw4ADbDx0iIjISnnoq+8YitEZQFBCDIcfx8hJCXiAoBNzGI1+QoTUpKSmcOnWKw4cPc+rUKVJSUgrkPOmZPHkyBoMhw1LFVjQnn4wcORKDwcCLL76YZd/48eMxGAw8/vjjBRIjHxkZyXPPPUelSpXw8/OjWbNm7Ny50+nnERQ9ZFlm48aNdH74YZ5+4w2+ioxkz6BBJO/bBzkNuoVHXiBwD4SQFwgKBbfxyBeEkE9JSWHfvn1IkkTt2rXx8vIiISGB/fv3I8syrVu3RqvVOvWc6alVqxbr169Pe69Wq/N87N27d7FarZQuXRqA4OBgVqxYweeff46XlxegfGdLliwhJCTEbhstFgtmsxmdTpdl3+3bt+natSvt2rVjxYoV+Pv7c+HCBfz9/e0+n6B4cPHiRd6fMoUzsbEkLVkCHTvm7UAh5B1HVMd1HFsueRGuaT9eXiJGXiAoBNzmKuVsIZ+SksK2bdvo1KkT3t7eadt9fX0JCgoiPj6ebdu2ERoaWmBi3sPDg8DAwDy3t1gsbN26lfDwcP744w9WrlzJAw88AECDBg2IjIxkxYoVDBkyBIB169ah1+vp0KEDsbGxeZ7sGh0dzebNm9mwYQNbtmxhyZIldMxGqH355ZcEBgYyb968tG32PlUQFH3WrVvHx199Rb369Tl8+DCmd97B+uqrOXvfs0OE1jiOWq2IUBFqaD86HSQnCyHvCJ6ekJTkaisEArfHbUJrnB0jv2/fviwiPj3e3t506tSJffv2Oe2cmblw4QLVq1enbt26DBkyhAsXLmTb7uTJk4wfP55atWoxZMgQDAYDq1atokOmHN1Dhw4lLCws7X1YWBiDBw++r3i3Wq3s37+fSZMm8cADD1C1alWmTJlCYGAgYWFhtG3bNtvjVq9eTcuWLRk8eDCVK1emdevWzJ49W6S5dEMWLVnChOnTubNoEXv69SP52DGsY8fmX0wKj7zjaLVgMrnaiuKNXg9Go6utKN6IwloCQaHgNkLemR75lJQUJEnKUcTb8Pb2RpKkAomZb9myJXPnzmXlypV8++23XL9+ndDQUGJjYwGIjY1l1qxZtG/fnrZt23LmzBmmTZvGxYsXmTVrFh06dMgi0AcMGMDhw4eJiIggKiqKTZs2MXjw4AxtMh8THh5OlSpV6N69OwcOHOCpp57i+PHjHD16lClTptClS5ccB1AXLlxg7ty5VK1alVWrVjF69GgmTJjAnDlznPhNCVxNbGws02fNwrh7N3TtCs8/DxUr2teZEPKOo9EIIe8oQsgLBIJigts8N3SmkD937hy1a9fOU9vatWtz7tw56tat65Rz23jooYcyvG/VqhX169cnPDycV155hdmzZ/PJJ5/Qpk0bjh8/TqVKle7bp5+fH3369CEsLIxSpUrRsWPH+8bHly5dmgoVKhAbG8v169eJiooiMjKSSpUq3ff7tlqtNGvWjI8++giAJk2aEBERwdy5c7OdeCsonqz47Tekvn2hcmXHOxOhNY4jhLzjCCEvEAiKCW7lkXdWaE1SUlLahND7YTAYMBbCBd/b25u6desSEREBwIgRI/jggw+IjY2lefPmPPPMM2zevBnLfbyZQ4YMITw8nLCwsLRY+dzo1asXe/fuJSIiglGjRnHu3Dn69etHSEgITz/9NAsXLiQuLvsKxoGBgdSpUyfDtjp16nD58uU8fmpBUcdisbB4xQqSR492TofCI+84Gg0UQmYtt0YIeYFAUExwGyHvzBh5T09PEvKYNisxMRG9Xu+U8+aG0WjkzJkzaZNfK1SowFtvvcXRo0dZs2YNXl5eDB06lBo1avD2229z5MiRbPuxTc6NjY2ld+/eeT5/UFAQQ4cOJTw8nMuXL7N8+XKqVavGrFmzcjxX27ZtOXv2bIZtZ8+ezdPTA0Hx4K+//iI5IABatHBOh8Ij7zjCI+84tsmuAoFAUMQRoTXZUL16dfbv309QUNB92545c4ZWrVo55bzpeeedd3j44YcJCQkhOjqazz77jMTERAYNGpSlbatWrWjVqhXTpk1j7dq1LF68mI4dO7Ju3Trat2+foa0kSWnpM7NLGZmZmJiYtLj89Pj7+zNo0CAGDRqUY3jOSy+9RJcuXZgyZQr9+vXj6NGjzJ49m4kTJ+btSxAUeX785RcSR41yXofCI+84Wq0QoY4iPPLOwTYwz66Ks0AgcApuI+TzmjoxL2i1WmRZJj4+PtcJr/Hx8ciyXCDpJ69evcrQoUOJjY2lXLlytGrViu3bt+fqzdbpdPTt25e+ffsSHR2dY955Hx+fPNsxc+ZMpk6dmmub9evXZ5t+skWLFixdupSJEyfy2WefERISwoQJE3j++efzfH5B0cVqtXJ4925Ytcp5nQoh7zgaDcTHu9qK4o1WK8KTnIEtBWUeQ1UFAkH+cRsh7ywRb6N169bZ5pG3ER8fz59//kloaKhTz2sjfZpIewgICEhbnzt3bq5tbfuzCyeaOHGiQx70nj170rNnT7uPFxRdYmNj8fDxwZKPgeF9EaE1jiNCaxxHpE50DgaDUt1VCHmBoMBwGyHvbLRaLaGhoRkquxoMBhITEzlz5gyyLBdoMSiBoKgTGRmJJiQEpwZxCI+844jJrs5BVMZ1HFHdVSAocISQzwWtVssDDzxASkoK586dw2g0otfradWqlRDwghLPtWvXkJ09cVkIeccRBaGcg/DIO47BANnMsRIIBM7DbYR8QVYL1Wq1Ts8TLxAUdyIjI0muUsW5nYrQGscRoTWCooLBAJcuudoKgcCtEVPJBQKBXfwXFYW5alXndio88o4jBkOCooLBoEx2FQgEBYYQ8gKBwC7+u34d7lMZON8IEeo4IrZbUFQQA3OBoMARQl4gENiFr5cX3LrlajME2eHO8d1nzkBkpKutEAgEgiKBEPICgcAumteujfbQIVebISgpxMTg2aIF1KmDbsCAgj+fSEEpEAiKAULICwQCu6hbty7aw4ddbYagpPDPPySlDhyTd+7Eo2dPePvtgpvYq9OJ6q4CgaDI4zZZa5xdEEogEOROnTp1MB4/roTX+Pm52hxBetzxetiuHZqaNRnzxBPs/Osv/lq/Htavx3D8OIm9esFjj0GFCs47n16vCHlPT+f1KRAIBE7GbYR8QREXF8eJEycwm83IsowkSXh4eNCgQQN8nFnRUiAoZvj4+DBgwABWdOqEcetWKFfO1SYJbLhjSIhGg7pWLc5eusSkDz9Eq9ViMpnYu3cvWzduZMekSST/+SfUquWc8+n1kOzUcmclE0lSJrCrRACAQFAQuIWQN5vNqJx8kYiNjeXo0aP4+PjQrFkzvNKVmE5ISODYsWPExcXRpEkTypQp49RzCwTFhbdef51b77/P+pkzsU6c6GpzBG6OymqlbvXq+Pv7p2175JFHeOihh2jWrBnUrg0rVkDfvo4/lbB55AWOodMpAyLxZEMgKBDcYohsMpnQaDRO6+/q1aucOHGCBx98kLZt22YQ8QBeXl60bduWBx98kOPHj3P16lWnnTs9kZGRPPfcc1SqVAk/Pz+aNWvGzp077epr5MiRGAwGXnzxxSz7xo8fj8FgYODAgY6anIE6depgMBiyLH379nXqeQSuQ5IkenXvjmHrVlebIigJaDTodbosm1NSUtLWA8eNw/PRRx1PeyiEvHPw8oLERFdbIRC4LW4h5M1mMx4eznm4EBsbS0REBF26dLmvl1+lUtGlSxciIiK4efOmU85v4/bt23Tt2hVZllmxYgV///03X3zxRQZPVG7cvXuX27dvZ9gWHBzMihUrSEhISNtmNptZsmQJIQ7kA7dYLCRn8wh6586dnD9/Pm3ZvXs3kiTxxBNP2H0uQdGjefPmGA8dEqkoBQVO4ujRTP7yS9avX59hu5eXF7/88gtHjhxh7fLlmDZtgnTXObsQQt45GAyO/y0EAkGOCCGfiaNHjxIaGprnybOSJBEaGsrRo0edcn4bX375JYGBgcybN4+WLVtSpUoVQkNDqVOnTo7HWCwWNm3axLBhw6hatSrHjx/PsL9BgwZUr16dFStWpG1bt24der2ejh075su+6OholixZwtChQ6lcuTL79u3L0sbf35/AwMC0ZcOGDfj6+vL444/n61yCoo2XlxcPP/IImvfec7UpAnene3eMmzfz/rffMvHTT7l06RJy6nyA2rVrYzKZeH3cOMxGIzg6h0kIeecgPPICQYHiFkLeZDI5RcjHxcXh4+OT73h7lUqFt7c3cXFxDttgY/Xq1bRs2ZLBgwdTuXJlWrduzezZs9NuWuk5efIk48ePp1atWgwZMgSDwcCqVavo0KFDlrZDhw4lLCws7X1YWBiDBw++78DFarWyf/9+Jk2axAMPPEDVqlWZMmUKgYGBhIWF0bZt21yPl2WZhQsX8uSTT2IwGPL4LQiKC2++/DLaZcvgyBFXmyJwd5o2xXj4MKu9vHjimWfo3KsX4ydNYsuWLSxevJg/N29W2jkaIy/STzoHg0EIeYGgAHELIW82m50SI3/ixAkaN25s17GNGjXixIkTDttg48KFC8ydO5eqVauyatUqRo8ezYQJE5gzZw6ghADNmjWL9u3b07ZtW86cOcO0adO4ePEis2bNokOHDtmK8wEDBnD48GEiIiKIiopi06ZNDB48OFdbwsPDqVKlCt27d+fAgQM89dRTHD9+nKNHjzJlyhS6dOly3+9/y5YtXLx4kWHDhtn9nQiKLqVLl2bM6NF4jhqlZKgQuBaVyr3/Dn5+JM+di/HaNW6uXcvvrVoxfvVqZi1YgKZ5c7hxw/FzqFTumf2nsBGhNQJBgeI2WWu0Wq1T+rHXW+zl5YXZbHbYBhtWq5VmzZrx0UcfAdCkSRMiIiKYO3cuL774IrNnz+aTTz6hTZs2HD9+nEqVKuWpXz8/P/r06UNYWBilSpWiY8eOhISEZOvpt1G6dGkqVKhAbGws169fJyoqisjISCpVqpTnJyELFiygefPmdg+UBEWfJx5/nMW//cb5sDAQAzbXotEohZKymRjqVkgSNGgADRqQMGaMq60RZIdGA068NwoEgoy4jUfeGaE1uYnZwjg+PYGBgVni4evUqcPly5cBGDFiBB988AGxsbE0b96cZ555hs2bN2PJQ6aGIUOGEB4eTlhYGEOGDLlv+169erF3714iIiIYNWoU586do1+/foSEhPD000+zcOHCXMOKoqOjWb16NcOHD7/vuQTFF5VKxcfvvIPu7bch00TrfOGOxYwKG40G0mVyEQgEAoF74hZC3lnpJx2tDuvM6rJt27bl7NmzGbadPXs2zfNeoUIF3nrrLY4ePcqaNWvw8vJi6NCh1KhRg7fffpsjucQqh4aGotVqiY2NpXfv3nm2KSgoiKFDhxIeHs7ly5dZvnw51apVY9asWbmeb/Hixeh0Ovr375/ncwmKJw0aNKBbx45o33/f1aaUbLRaxSMvEAgEArfGbUJrnOGR9/DwICEhIUve+LyQkJDgtMw5AC+99BJdunRhypQp9OvXj6NHjzJ79mwmZlN0p1WrVrRq1Ypp06axdu1aFi9eTMeOHVm3bh3t27fP0l6SJPbv348sy+jy8Og9JiaG2NjYLNv9/f0ZNGgQgwYNyjF9pSzL/Pjjj/Tr109Uwi0hjHv5Zbb27UvKs8+CPaFUIi7ZcWyhNQKBQFCAqDy8Mfhn1RmFy2wXn9+1uIWQd1bWmgYNGnDs2LH7ZmDJjmPHjtGgQQOHbbDRokULli5dysSJE/nss88ICQlhwoQJPP/88zkeo9Pp6Nu3L3379iU6Ohq1Wp1j2/yI6pkzZzJ16tRc26xfvz7bFJY7duwgIiKCH374Ic/nExRv/Pz8eGPUKL4YOZKkTZvA19fVJpU8hJAXCASCEoFbCHlneeR9fHyIi4vDarXmKwWl1WolPj7e6R7nnj170rNnT7uODQgIyPB+7ty5ubb/7rvvsi3qBDBx4sRsnwTkhU6dOpEoUo+VOPo98QTHzpxhY/36GL//Hnr0uLdTliE2FsqWFfHwBYUQ8s5B/H86D1kW36dAUAC4RYy81WrN1fucH5o0acK2bdvyPHFVlmW2bdtW7LOxOHOirkCgVqv5+P33+fr99/F79ll0w4ahmjgR75490ZUvj7piRTw+/dTVZrovWq2Y7CooOog5GwJBgeEWQt6Zk0zLlClDjRo12Lp1K9b75GG2Wq1s3bqVGjVqUKZMGafZIBC4C+3atWPtL7/wPw8Phly5wqSHHmL1kiVMGD8e7d692R8kvHaOIzzyzkFk/3EOIpe8QFBguEVojbOpWLEier2eLVu24O3tTaNGjTJMgE1ISODYsWPEx8fTuHFjtxDxsiw7dUAkENjw9vZm3GuvZdi2bP16El9/PfsDxNMhxxFC3jno9ZCcrHiUBfbj5aVUd/Xzc7UlAoHb4RZCviDCQsqWLUtoaChxcXEcPnwYs9mcJnY9PDxo0KCB22VhEUJeUBgkJSVxcv9+CA11tSnuixDyzkGng6QkcLNrfaEjPPICQYHhFkK+IPHx8bEri01xQ8TICwoLT09PHu7bl60PPIDx+eeRBw2CcuVcbZZ7IWLknYPNIy9wDC8viIlxtRUCgVsiYuQFAkGh88n77zPzzTfpsnUr2urV8XziCVi3DvJQmViQBzw8wGx2tRXFH70ejEZXW1H8MRiU0BqBQOB03MIjL7zJzkEMiASFhUqlSitkdvfuXdavX8/id94h8plnSAkNxRocDDVrutrM4ov4LTsHvR5u3XK1FcUfrVY82RAICgjhkRcAYjAkcB2+vr7873//4/fFi1ny7beE3ryJoW1bDB06wL//utq84ov4TTuOTic88s5A3KMFggLDLYR8QYvQqKgoTpw4weHDhzlx4gRRUVEFej5XIQZEAldTs2ZNhg4cyLa1awmKj4eICFebJCjJeHoKT7JAICjSuEVoTUFgMpk4efIksbGxBAUFERwcjFarJSUlhcjISE6ePEnZsmWpV68eGo3G1eY6jEg/KSgqqFQqVCoVd+7ehWrVXG2OoCQj5hoIBIIijlsIeWcL0NjYWA4dOkSLFi1o3rx5lv3lypWjYcOGREdHs23bNpo3b07ZsmWdaoMrEEJeUBRQqVSYzWZuXbsGVaq42pzii/g9CwQCgdsjQmsyERsby9GjR+nRowcBAQG5tg0ICKBHjx4cPXqU2NhYp9ngCkSMvKCooFKpiIqKQuPnp0w2FNiH+E0LBAKB2+MWQl6lcs7HMJlMHDp0iAcffDDPfapUKh588EEOHTqEyUkFWEaOHInBYODFF1/Msm/8+PEYDAYef/xxu/o2GAzZLm+++aajZgsETkGtVqO1Zbm4eNHV5ggEAmcgwpQEggLBLYS8h4dzIoROnjxJixYt8j0wUKlUNG/enFOnTjnFDoDg4GBWrFhBQrpqeGazmSVLlhASEpK27caNGxjzkVXh/PnzGZZffvkFgEcffVSE1giKBJIk4evry7BBg9C3b4/23XddbZKgJCOebDgHkUteICgQ3ELIO2uyaWxs7H3DaXKifPnyxDixcl2DBg2oXr06K1asSNu2bt069Ho9HTt2TNu2YcMGqlatyujRo9mzZ899+w0MDMywrF69mpo1a9K+fXun2S4QOIJarcZisfD8iBEE+vhgdYPJ5IJijHBwOAeDAdI5pgQCgXNwCyHvDI98VFQUQUFBDvURFBTk1NSUQ4cOJSwsLO19WFgYgwcPzuA5f+qpp1iwYAHx8fE88sgjNGjQgE8++YSLeQhJiI+P55dffmH48OEia42gyKBSqbBarezYsYNob2/MEya42qTiifg9OwfhkXcOXl7CIy8QFABuIeSd4ZGPiYlxWMgHBgY6ddLrgAEDOHz4MBEREURFRbFp0yYGDx6coY1araZHjx4sXLiQixcv8uabb7Jjxw4aNmxI9+7dWbhwIfHx8dn2v3TpUpKTk3n66aedZrNA4Cg2IX/t2jXMrVqBWu1qk4onQoA6BzEgcg7CIy8QFAhuIeSd4ZFPSUlRJtg5gE6nI9mJxUP8/Pzo06cPYWFhhIeH07Fjxwzx8Znx8fFh6NChrF+/np07d3Ljxg1efPFFfvvtt2zbL1iwgN69e+Pv7y888oIig1qtVoR8dDQpwcGuNqd4I8S846hUYLW62orij/DICwQFghDyqdiKPTlCcnIyOp3OYVvSM2TIEMLDwwkLC2PIkCH3Pf/KlSsZMGAAnTt3Rq/XM23aNB555JEsbY8ePcrhw4cZPny4U+0VCBxFpVJhsVi4EhMDQsjbj0YjsoQ4A50OkpJcbUXxR6cTVXIFggLALQpCOSO0ply5ckRGRlKuXDm7+4iKinJ6YajQ0FC0Wi2xsbH07t07y35ZltmzZw9Llizh119/Ra/X8+STT/LXX39Rv379HPudP38+lStXpkuXLk61VyBwFFtBqMjoaKhY0dXmFF80GjCZlFeB/ej1igD18nK1JcUb8WQjb8iyeJImyBduIeSd4ZEPDAzk5MmTNGzY0O4+IiMjqVu3rsO2pEeSJPbv348sy9l6+3/66SdefvllHnnkEX788Ue6du2K+j4xxYmJiSxdupTXX389QziNCK0RFAVsHvmY6GioUMHV5hRfbEJe4Bh6PeQjxa9AkC0mE8THK0tcnPKamJhRtNvuwW3auMZGQbFECPl0lC1blujoaLtSUF6/ft0hb35u+Pj45Livc+fOXLhwAV9f3zz398svv5CQkJBl4qxAUBSwTXa9c/06BAa62pziixDyzkEIeUFOyLISdmUT6DaRnl2YrkYD3t7KUqYMVK6sTAAWDjSBgwghn4569eqxbds2evToka+iUFarlUOHDhEaGuoUO+bOnZvn/RXs8FgOGTLkvvH2AoGrsAn5mg0acOqXX5Cfe87VJhVPtNrsBYUgf+j14MRsZIIijiwrA7eEBEWYJyQoS2bvuQ1PT0Wc+/gooYDe3spvTwh0QSHhFkLeWQWhNBoNzZs3Z/PmzTz44IN5EvMWi4UtW7bQvHlzp9khEJRkbAWhJrzxBkNfe43kvn2hgJ52uTXCI+8cxCTN4o8sK0LcJsptAt1ozF6c6/XKnAhvb+XaU6WKItjzWfVdICgM3ELIO8sjD0p4TePGjVm/fj3NmzenfPnyOba9fv06hw4donnz5k6f5CoQlFQkSUKWZerXr8+gvn0Jb9EC4x9/gAPzV0okGo0QoM5ArxdZa5yFWg0Wi3NqQ1gs98R5es95dv/zknTPc+7lpYTseXsrf1vhORcUc9xCyDubsmXLEhoayqlTpzh69ChBQUEEBgam5YmPiopKy3ATGhoqPPECgROxeeQBXhs1ipqVKzMxNBTjnDnQr5+LrStGaDSKwBE4hk4nQpSchW1Q5O2ddZ/ZfE+Yp3/NyWuuVivi3OY59/MTYS2CEokQ8jmg0Who1KgRoKSVvHbtWlqe+LJlyzo9O41AIFCwxcjb6NWrF1WqVOGFV18l/tgxzB9+KG7UeUHEyDsHSRLpAPOLLCthXZmF+b//wpUriujOjIeHMvnTYFDEecWKyrpOJ0JaBIJccHsh74yKpYGBgQSK7BmFgqgwK7Cln0yPp6cnvUJD+fmzz6B/fxFmkxdEjLzzKMnXJFm+5y1PSlKW9Os5FR3Tau+JcoMBypZVPPJaLVSrVrifQSBwY9xayEuSRHJyMnq93tWmCPKIWVSiLPGo1WrkTB7Q6d9/z58WC7pu3UgS8cp5Qwh55+EuHnmrVYkhtwnx9K/JyTl/To1GCWMxGJRXf3/l1dNT8aTnFbMZbtxwzmcRCASAmwt5gKtXr1KxYkV0Op3w9BZxrFYrN27cyCLiBCWLzB75u3fv8teOHVjPnydJTCrPO0LIO4+idu+QZUV427ziRmPG15z+7pKkeMVtgtxgULKyeHoWzsRPg0EJsREIBE7DrYW8Ldb28uXLQhzeh5SUFLRaravNQJKkfOXwF7gfKpUq7fcaFxfH4sWLUXftqjyaF+QdlUrxwAocpyDuH+nFeGYhbjTmPr9BkpTYcZsA9/S8J8g9PZVBXFHE01NkABIInMx9hbwkSaOB54EqqZv+ASbLsrwmdf+PwNBMh+2TZblNuj5qAvOAmsAy4A1Zlq2p+7YDnYDBsiwvTnfMMGCmLMvZTG/PO0IU5o3jx4/TqlUrV5shEKSlnzx//jz/GzwYjyZNSPrqK1ebVfwQkzSdR3aeallWUiAajYogNxozricl3V+Ma7UZxbgtjtzTU9nnbqjVYnApEDiZvHjkrwBvAWcBFYpoXylJUnNZlo+lttkMDE53TOar17fAcmAn8BnwJLAk3X4jMFmSpOWyLIvExwKBgOlz52J66y2S333X1aYI3A1ZvhcvnlmAp99mGwgdOZL9oMjDQxHeer3iIdfr7+Unt20TCASCAuS+Ql6W5VWZNo2XJOlFoC1gE/LJsixH5dKNH3AIOAFcBEpn2r8U6AGMBr68r9UCgcCtiYmJYffevVh/+snVphRvilpstzMwmxWxnZyseLzTv6Zfl+WMTyVs67ZXtfqe+La9li6dUYTbnuhKEnTq5J7fp0BQQpAkaRTwJhCEEl3ymizLO11rlePkK0ZekiQ10B/wBnan29VBkqRo4DbwJzBeluXodPvHA2tTj9sDjM3UdTzwETBJkqT5sizfzo9dAoHAvYiLi0NTqRLJPj6uNqV4UxRCa2w5xbMT2+nf329irk2Eq9VK2IlOd2/x9FREuE53b58zRbctJ7/wsAsExRJJkgYAXwOjgF2pr+skSaony/IllxrnIHkS8pIkNUQR4HoU0d1XluXjqbvXA78CF1Di6CcDW1NDb5IBZFneKElSecBPluXrOZxmLvAa8HbqIhAISigajQY5u1LrgoLDalXEqm2xiW/ba/rtJlNGTzfcE9o20r/XaDKK7/+3d/cxUl11GMe/zy67sLRIUQQsbVMbmhobEqJSQtO0GIOlb2kiiWlaXzAUtFpjikmjthpMY2qVqH+0iSnG0kAiYGqt2pYSsFC10hhMDWtS1la6CCyCwaq8tLzk5x/nLsxeZnbu7LDMzO7zSW7C3HPu5cyT2d0z955zbmcnTJiQJmj27+/oaN4r3uPGpaE27sibtaplwKqIWJm9/rKkBcA9wNcb16z6Fb0ivxOYRRoSsxB4UtK8iOiOiLUl9XZI2g70AreQOvgARMRxoFInnog4KemB7NyP1vImVnZ30z5mDG3t7bR3dKR/jxlDe7ad/ndHx4A67bWsfzvC9XR1ccxXP+vW09XFUedYt97Jk+maMwcvVJc5efJMB/rEiWKvT51KY7vh7Imv5YactLWlTnVn55mOd2dn6sROmHBm/9ixaWx4s3a6h0N/R37ixEa3ZGTIf+kzG0aSOoEPAytyRRuBa89/i84tDWVZRkmbgN6IWFyhfBfw44h4pMC5tgDdEXFv9voV0lj631Fg1RpJTXDv2MzMzOzciYim/7YjaQMwucHNGEdaNKXf4xHxeP8LSRcDe4EbIuKlkv3fAu6KiKvOW0uHwVAvSbcBZe8xSpoMTAf6hnju+4HNwKEilVvhg25mZmY20kTEgka3oQb5C78qs6/lFFlH/rvAs8A/gAnAncA84BZJFwLLgadIHffLgYeBA8DTQ2lQRGzNvuHdC5yqVt/MzMzMrIJ/kfqT03L7pzDIkO9WUeRpSdOANaRx8puB2cBNEfE8KZiZwDNAD/BkVm9uRPyvjnZ9DRiBT8MwMzMzs/Mlm6O5HZifK5rPwBUYW9KQxsibmZmZmbWCbPnJ1aRlJ/8AfAFYDFwdEb2NbFu9vGyLmZmZmY1YEbFO0nuAB0kPhOoGbm71Tjz4iryZmZmZWUsqMkbezMzMzMyajDvyZmZmZmYtqCk78pKWS4rctr+kfKqk30jqk7RaUldJ2aoyx4akbY15N40l6c0KeTyblTvLAiRNkPQjSb2Sjkl6WdLsknLnmCPpekm/krQ3e7+LcuWfkPSCpINZ+bwy57hS0lZJ+7L820rKtlTIdW3+PK2sQI4PSXpN0hFJ/5a0WdK1uTqjPkcolGW5n9VtuTrOkkJZlsshJD1WUsdZmtWpKTvymZ2kCQn928ySsoeAvwAfJy2BeV/u2E25Y98H3DzM7W1WsxmYw4dID0BYn5U7y2J+AtwIfJb0WdwIbJI0PSt3jme7kDSh6CvAsTLlF5CW/lo2yDkeA34O3ARcBdyRK3+Cs3P9fF2tbj7VctwJfIn0ubwO2AVskDS1pI5zTKplCWf/rOZ/Tp1lUi3LfAa3ZfvXl9RxlmZ1auZVa05GxP4KZZOAFyNih6Qe4KJc+TuDHDuqRMTB0teSFgP/Jf3yBGdZVXZ1fSGwMCK2ZLuXS7oNuIc0C9455kTEc8BzkK50lilfnZUN9njvSaT1f7uBNzk716MjPdcCOa4pfS1pGWlZtVnAC9nuUZ8jVM8yU+1n1VlS6HM5IANJtwM9EbG1ZLezNKtTM1+RvyK7ZbdL0lpJV5SUfQdYIekE6UmzP2xME1uLJJH+wK+JiKPZbmdZ3RigHXg7t/8Y6QooOMfh8gCps/A2cDXpoXNWgaROYCnpy/qrJUXOsbjrJB2Q1CNppaQpuXJnWSOlp8DfAazMFTlLszo1a0f+FWAR6XbbEtLTZV9WWgOUiHgVuAy4FJgZEX254xdIOpzbHjlvrW9e84H3k4aJAM6yiOwpxX8EHpQ0XVK7pE8Bc0m3ep3jMImIjcBU4JKIuD4ijuSqLC2T6xcb0NSGknSrpMOkDtF9wPyIOP3ocedY2AbgM8DHgK8C1wC/lTS2v4KzHJI7gbHkOurO0qx+TTm0JiKeL32dTTb6O2l88g+yOqeASrfcXiJdlSr11rltZUtaAvwp63Se5iwL+TTwU2APaQz8n4GfkeYcAM5xuGSP1/5nheJ1wLdz+w6WqzjCvUgaSjOZ9HO+XtLc0i+UzrG6iCidSLlD0nagF7gF+EVJPWdZmyXAL/NDPcFZmtWrKTvyeRFxWNJfgSsLHnI0Il4fzja1muz28O2kSXG1cJZARLwB3CDpAuBdEdEnaR1pYmERznF4/Me5QnYl8/Vs2ybpb8DdpEnYRTjHMiJin6Q9FP/bA85yAEmzgI8A3xjC4c7SrIpmHVozgKRxwAeA/HAFK24R8A7gpbvqEBFHsk78JNIqNs80uk1mZbSRhjJYHbKJ2NPx3556LCVNZN3U4HaYjUhNeUVe0grg18BuYArwTdJSdUUnwoyVNC2371S523qjQTbJ9W5gbTbeuxbOEpB0I6lz9BowA/g+adm/JwqeYtTlmE1wm5G9bAMuy67OHYqI3ZLeTZpXcFFWZ4akt4D9NaxUMb5Mrscj4lBdjW8ig+VIGp51P+n3ZR/wXtJdt0sYuMxfNSM+R6ia5SFgOfAUKcvLgYeBA8DTNfw3oz7LiNid1RkP3AV8LyJiCP/NqMjSrC4R0XQb6arxPuA4sJf0i/WDBY9dRVonPb/tafT7amCeH80yuKbG45zlmSw+CbxBuqvRBzwKTHSOg77veRXe96qsfFGF8uUFz7+lwvG/b/R7P185AuNJncx92WdzH+ku0Zwazj8qciyQZRdpuc4D2d+e3mz/pc6ytixL6nwOOAlcPITzj5osvXmrZ1PEUL4km5mZmZlZI7XEGHkzMzMzMxvIHXkzMzMzsxbkjryZmZmZWQtyR97MzMzMrAW5I29mZmZm1oLckTczMzMza0HuyJuZmZmZtSB35M3MzMzMWpA78mZmZmZmLej/7AclMMFcEiAAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 864x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(12,10))\n",
    "\n",
    "#Custom adjust of the subplots\n",
    "\n",
    "plt.subplots_adjust(left=0.05,right=0.95,top=0.90,bottom=0.05,wspace=0.15,hspace=0.05)\n",
    "\n",
    "ax = plt.subplot(111)\n",
    "italonmin=5.00\n",
    "italonmax=21.\n",
    "italatmin=35.00\n",
    "italatmax=48.00\n",
    "\n",
    "\n",
    "\n",
    "#Let's create a basemap of the world\n",
    "ita=[italonmin,italatmin,italonmax,italatmax]\n",
    "\n",
    "m = Basemap(llcrnrlon=ita[0],llcrnrlat=ita[1],urcrnrlon=ita[2],urcrnrlat=ita[3], epsg=3003,resolution='i')\n",
    "m.drawmapboundary(fill_color='aqua')\n",
    "m.fillcontinents(color='lightgray',lake_color='aqua')\n",
    "m.drawcoastlines()\n",
    "\n",
    "m.drawparallels(np.arange(italatmin,italatmax,2.),linewidth=0.5,labels=[1,0,0,0],fontsize=14)\n",
    "m.drawmeridians(np.arange(italonmin,italonmax,2.),linewidth=0.5,labels=[0,0,0,1],fontsize=14)\n",
    "\n",
    "rsnlat = df_eq['source_latitude_deg'].tolist()\n",
    "rsnlon = df_eq['source_longitude_deg'].tolist()\n",
    "\n",
    "cc = df_eq['source_depth_km'].tolist()\n",
    "sx,sy = m(rsnlon,rsnlat)\n",
    "m.scatter(sx, sy, mag_size, c=cc, cmap=cmap,marker=\"o\",edgecolor='black', linewidths=0.25, zorder=2)\n",
    "\n",
    "\n",
    "# for i in range(len(rsncode)):\n",
    "#     plt.text(sx[i], sy[i]+up, rsncode[i], ha=\"center\", va=\"bottom\", family=\"monospace\", \n",
    "#              weight=\"bold\",fontsize=fontsize, zorder=5,clip_on=True)\n",
    "\n",
    "p1 = plt.scatter([], [], 2, c = 'w',  marker= \"o\",edgecolors='k', linewidths=0.5,alpha=0.5)\n",
    "p2 = plt.scatter([], [], 8, c = 'w',  marker=\"o\",edgecolors='k', linewidths=0.5,alpha=0.5)\n",
    "p3 = plt.scatter([], [], 16, c = 'w', marker=\"o\",edgecolors='k', linewidths=0.5,alpha=0.5)\n",
    "p4 = plt.scatter([], [], 32, c = 'w', marker=\"o\",edgecolors='k', linewidths=0.5,alpha=0.5)\n",
    "p5 = plt.scatter([], [], 64, c = 'w', marker=\"o\",edgecolors='k', linewidths=0.5,alpha=0.5)\n",
    "p6 = plt.scatter([], [], 128, c = 'w', marker=\"o\",edgecolors='k', linewidths=0.5,alpha=0.5)\n",
    "p7 = plt.scatter([], [], 256, c = 'w', marker=\"o\",edgecolors='k', linewidths=0.5,alpha=0.5)\n",
    "p8 = plt.scatter([], [], 300, facecolor='w', marker=\"o\",edgecolors='k', linewidths=0.5,alpha=0.5)\n",
    "\n",
    "plt.legend([p1,p2,p3,p4,p5,p6,p7,p8],[\"M$\\leq$1\",\"1<M$\\leq$2\",\"2<M$\\leq$3\",\"3<M$\\leq$4\",\"4<M$\\leq$5\",\"5<M$\\leq$6\",\"6<M$\\leq$7\",\"M>7\",],\n",
    "           labelspacing=0.6, loc='lower left', fontsize=14)\n",
    "\n",
    "\n",
    "\n",
    "fig = plt.gcf()\n",
    "mapper.set_array(cc)\n",
    "cbar=fig.colorbar(mapper)\n",
    "cbar.set_label('Depth (km)',fontsize=20)\n",
    "for t in cbar.ax.get_yticklabels():\n",
    "     t.set_fontsize(14)\n",
    "\n",
    "plt.tight_layout()\n",
    "figname=os.path.join(FIGDIR,'Fig_1a.png')\n",
    "plt.savefig(figname,dpi=300)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Generate focal moment tensor map (Figure 1b)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create a DataFrame with the events that have the moment tensor solution\n",
    "\n",
    "df_eq0 = events_metaData[['source_id', 'source_latitude_deg','source_longitude_deg','source_depth_km', 'source_magnitude',\n",
    "                   'source_mechanism_strike_dip_rake','source_mechanism_moment_tensor']]\n",
    "\n",
    "df_eq0['source_mechanism_moment_tensor'] = df_eq0['source_mechanism_moment_tensor'].replace(r'^\\s*$', np.nan, regex=True)\n",
    "\n",
    "df_eq0 = df_eq0.dropna().groupby('source_id').first()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x720 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(12,10))\n",
    "\n",
    "## Symbol color is defined as a function of the rake of the computed fault planes solutions \n",
    "## Symbol size is defined as a function of the source_magnitude\n",
    "\n",
    "plt.subplots_adjust(left=0.05,right=0.95,top=0.90,bottom=0.05,wspace=0.15,hspace=0.05)\n",
    "\n",
    "ax = plt.subplot(111)\n",
    "italonmin=5.00\n",
    "italonmax=21.\n",
    "italatmin=35.00\n",
    "italatmax=48.00\n",
    "\n",
    "\n",
    "\n",
    "#Let's create a basemap of the world\n",
    "ita=[italonmin,italatmin,italonmax,italatmax]\n",
    "\n",
    "m = Basemap(llcrnrlon=ita[0],llcrnrlat=ita[1],urcrnrlon=ita[2],urcrnrlat=ita[3], epsg=3003,resolution='i')\n",
    "m.drawmapboundary(fill_color='aqua')\n",
    "m.fillcontinents(color='lightgray',lake_color='aqua')\n",
    "m.drawcoastlines()\n",
    "\n",
    "\n",
    "m.drawparallels(np.arange(italatmin,italatmax,2.),linewidth=0.5,labels=[1,0,0,0],fontsize=14)\n",
    "m.drawmeridians(np.arange(italonmin,italonmax,2.),linewidth=0.5,labels=[0,0,0,1],fontsize=14)\n",
    "\n",
    "\n",
    "for i, row  in df_eq0.iterrows():\n",
    "\n",
    "    stringa=row['source_mechanism_moment_tensor']\n",
    "    row1 = {}\n",
    "    campi = stringa.split('\\n\\t')\n",
    "    for c in campi[1:]:\n",
    "        comp, value = [x.strip() for x in c.split(':')]\n",
    "        row1[comp] = eval(value)\n",
    "    moment_list = [row1.get('m_rr'),row1.get('m_tt'),row1.get('m_pp'),\n",
    "                   row1.get('m_rt'),row1.get('m_rp'),row1.get('m_tp')]\n",
    "    strike_dip_planes = {}\n",
    "    strike_dip_planes['SDR1'] = MT2plane1(row1)\n",
    "    \n",
    "    rsnlat = row['source_latitude_deg']\n",
    "    rsnlon = row['source_longitude_deg']\n",
    "\n",
    "    sx,sy = m(rsnlon,rsnlat)\n",
    "    width = row['source_magnitude']*7.5e3\n",
    "    strike_dip_planes = {}\n",
    "    strike_dip_planes['SDR1'] = MT2plane1(row1)\n",
    "    rake=strike_dip_planes['SDR1'][2]\n",
    "    if rake > -45 and rake < 45:\n",
    "        col='indigo'\n",
    "    elif rake > 135 and rake < 225:\n",
    "        col='indigo'\n",
    "    elif rake >= 45 and rake <= 135:\n",
    "        col='darkorange'\n",
    "    elif rake >= 225 and rake <= 315:\n",
    "        col='lavender'\n",
    "\n",
    "    ax = plt.gca()\n",
    "    b = beach(moment_list, xy=(sx, sy), facecolor=col, width=width, linewidth=0.25, alpha=1)\n",
    "    b.set_zorder(10)\n",
    "    ax.add_collection(b)\n",
    "\n",
    "\n",
    "fig = plt.gcf()\n",
    "\n",
    "plt.tight_layout()\n",
    "figname=os.path.join(FIGDIR,'Fig_1b.png')\n",
    "plt.savefig(figname,dpi=300)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Generate Station Map (Figure 2a)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "# generate first the stations\n",
    "df_sta0 = events_metaData[['station_code','station_latitude_deg','station_longitude_deg']].groupby('station_code').mean()\n",
    "# count using sta_lat as dummy index\n",
    "df_sta1 = events_metaData[['station_code', 'station_latitude_deg']].groupby('station_code').count()\n",
    "# rename\n",
    "df_sta1.rename(columns={\"station_latitude_deg\": \"counts\"},inplace=True)\n",
    "\n",
    "# generate the dataframe\n",
    "df_sta = pd.concat([df_sta0,df_sta1], axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define symbol dimension as a funcion of number of picks recorded at each seismic station\n",
    "mark_size = []\n",
    "for m in df_sta.counts.values:\n",
    "    if m <= 100: fact  = 10.\n",
    "    if m > 100 and m <= 500: fact  = 20\n",
    "    if m > 500 and m <= 1000: fact  = 40\n",
    "    if m > 1000 and m <= 5000: fact  = 80\n",
    "    if m > 5000: fact  = 160\n",
    "    mark_size.append(int(fact))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x720 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(12,10))\n",
    "\n",
    "#Custom adjust of the subplots\n",
    "\n",
    "plt.subplots_adjust(left=0.05,right=0.95,top=0.90,bottom=0.05,wspace=0.15,hspace=0.05)\n",
    "\n",
    "ax = plt.subplot(111)\n",
    "italonmin=5.00\n",
    "italonmax=21.\n",
    "italatmin=35.00\n",
    "italatmax=48.00\n",
    "\n",
    "\n",
    "#Let's create a basemap of the world\n",
    "ita=[italonmin,italatmin,italonmax,italatmax]\n",
    "\n",
    "m = Basemap(llcrnrlon=ita[0],llcrnrlat=ita[1],urcrnrlon=ita[2],urcrnrlat=ita[3], epsg=3003,resolution='i')\n",
    "m.drawmapboundary(fill_color='aqua')\n",
    "m.fillcontinents(color='lightgray',lake_color='aqua')\n",
    "m.drawcoastlines()\n",
    "\n",
    "\n",
    "m.drawparallels(np.arange(italatmin,italatmax,2.),linewidth=0.5,labels=[1,0,0,0],fontsize=14)\n",
    "m.drawmeridians(np.arange(italonmin,italonmax,2.),linewidth=0.5,labels=[0,0,0,1],fontsize=14)\n",
    "\n",
    "rsnlat = df_sta['station_latitude_deg'].tolist()\n",
    "rsnlon = df_sta['station_longitude_deg'].tolist()\n",
    "\n",
    "sx,sy = m(rsnlon,rsnlat)\n",
    "m.scatter(sx, sy, mark_size, color=\"r\", marker=\"^\",edgecolor='black',linewidths=0.25, zorder=2)\n",
    "\n",
    "\n",
    "# for i in range(len(rsncode)):\n",
    "#     plt.text(sx[i], sy[i]+up, rsncode[i], ha=\"center\", va=\"bottom\", family=\"monospace\", \n",
    "#              weight=\"bold\",fontsize=fontsize, zorder=5,clip_on=True)\n",
    "\n",
    "p1 = plt.scatter([], [], 10, c = 'r',  marker= \"^\",edgecolors='k', linewidths=0.25,alpha=0.5)\n",
    "p2 = plt.scatter([], [], 20, c = 'r',  marker=\"^\",edgecolors='k', linewidths=0.25,alpha=0.5)\n",
    "p3 = plt.scatter([], [], 40, c = 'r', marker=\"^\",edgecolors='k', linewidths=0.25,alpha=0.5)\n",
    "p4 = plt.scatter([], [], 80, c = 'r', marker=\"^\",edgecolors='k', linewidths=0.25,alpha=0.5)\n",
    "p5 = plt.scatter([], [], 160, c = 'r', marker=\"^\",edgecolors='k', linewidths=0.25,alpha=0.5)\n",
    "\n",
    "plt.legend([p1,p2,p3,p4,p5],[\"n$\\leq$100\",\"100<n$\\leq$500\",\"500<n$\\leq$1000\",\"1000<n$\\leq$5000\",\"n>5000\",],\n",
    "           labelspacing=0.6, loc='lower left', fontsize=14)\n",
    "\n",
    "plt.tight_layout()\n",
    "figname=os.path.join(FIGDIR,'Fig_2a.png')\n",
    "plt.savefig(figname,dpi=300)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Generate Station Map (Figure 2b)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "# generate first the stations\n",
    "df_sta0 = noise_metaData[['station_code','station_latitude_deg','station_longitude_deg']].groupby('station_code').mean()\n",
    "# count using sta_lat as dummy index\n",
    "df_sta1 = noise_metaData[['station_code', 'station_latitude_deg']].groupby('station_code').count()\n",
    "# rename\n",
    "df_sta1.rename(columns={\"station_latitude_deg\": \"counts\"},inplace=True)\n",
    "\n",
    "# generate the dataframe\n",
    "df_sta = pd.concat([df_sta0,df_sta1], axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define symbol dimension as a funcion of number of picks recorded at each seismic station\n",
    "mark_size = []\n",
    "for m in df_sta.counts.values:\n",
    "    if m <= 100: fact  = 10.\n",
    "    if m > 100 and m <= 500: fact  = 20\n",
    "    if m > 500 and m <= 1000: fact  = 40\n",
    "    if m > 1000 and m <= 5000: fact  = 80\n",
    "    if m > 5000: fact  = 160\n",
    "    mark_size.append(int(fact))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x720 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(12,10))\n",
    "\n",
    "#Custom adjust of the subplots\n",
    "\n",
    "plt.subplots_adjust(left=0.05,right=0.95,top=0.90,bottom=0.05,wspace=0.15,hspace=0.05)\n",
    "\n",
    "ax = plt.subplot(111)\n",
    "italonmin=5.00\n",
    "italonmax=21.\n",
    "italatmin=35.00\n",
    "italatmax=48.00\n",
    "\n",
    "\n",
    "#Let's create a basemap of the world\n",
    "ita=[italonmin,italatmin,italonmax,italatmax]\n",
    "\n",
    "m = Basemap(llcrnrlon=ita[0],llcrnrlat=ita[1],urcrnrlon=ita[2],urcrnrlat=ita[3], epsg=3003,resolution='i')\n",
    "m.drawmapboundary(fill_color='aqua')\n",
    "m.fillcontinents(color='lightgray',lake_color='aqua')\n",
    "m.drawcoastlines()\n",
    "\n",
    "\n",
    "m.drawparallels(np.arange(italatmin,italatmax,2.),linewidth=0.5,labels=[1,0,0,0],fontsize=14)\n",
    "m.drawmeridians(np.arange(italonmin,italonmax,2.),linewidth=0.5,labels=[0,0,0,1],fontsize=14)\n",
    "\n",
    "rsnlat = df_sta['station_latitude_deg'].tolist()\n",
    "rsnlon = df_sta['station_longitude_deg'].tolist()\n",
    "\n",
    "sx,sy = m(rsnlon,rsnlat)\n",
    "m.scatter(sx, sy, mark_size, color=\"r\", marker=\"^\",edgecolor='black',linewidths=0.25, zorder=2)\n",
    "\n",
    "\n",
    "# for i in range(len(rsncode)):\n",
    "#     plt.text(sx[i], sy[i]+up, rsncode[i], ha=\"center\", va=\"bottom\", family=\"monospace\", \n",
    "#              weight=\"bold\",fontsize=fontsize, zorder=5,clip_on=True)\n",
    "\n",
    "p1 = plt.scatter([], [], 10, c = 'r',  marker= \"^\",edgecolors='k', linewidths=0.25,alpha=0.5)\n",
    "p2 = plt.scatter([], [], 20, c = 'r',  marker=\"^\",edgecolors='k', linewidths=0.25,alpha=0.5)\n",
    "p3 = plt.scatter([], [], 40, c = 'r', marker=\"^\",edgecolors='k', linewidths=0.25,alpha=0.5)\n",
    "p4 = plt.scatter([], [], 80, c = 'r', marker=\"^\",edgecolors='k', linewidths=0.25,alpha=0.5)\n",
    "p5 = plt.scatter([], [], 160, c = 'r', marker=\"^\",edgecolors='k', linewidths=0.25,alpha=0.5)\n",
    "\n",
    "plt.legend([p1,p2,p3,p4,p5],[\"n$\\leq$100\",\"100<n$\\leq$500\",\"500<n$\\leq$1000\",\"1000<n$\\leq$5000\",\"n>5000\",],\n",
    "           labelspacing=0.6, loc='lower left', fontsize=14)\n",
    "\n",
    "plt.tight_layout()\n",
    "figname=os.path.join(FIGDIR,'Fig_2b.png')\n",
    "plt.savefig(figname,dpi=300)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.10"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
